{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "d2583da9-3f1e-40e6-b81d-700f26e89daa",
   "metadata": {
    "tags": []
   },
   "source": [
    "## Accessing NOAA U.S. NClimGrid with the Planetary Computer STAC API\n",
    "\n",
    "The [NOAA U.S. Climate Gridded Dataset (NClimGrid)](https://www.ncei.noaa.gov/access/metadata/landing-page/bin/iso?id=gov.noaa.ncdc:C00332) consists of four climate variables derived from the Global Historical Climatology Network Daily dataset (GHCNd): \n",
    "- maximum temperature, \n",
    "- minimum temperature, \n",
    "- average temperature, \n",
    "- and precipitation. \n",
    "\n",
    "Values in a 1/24 degree lat/lon (nominal 5x5 kilometer) grid are provided for the contiguous United States (CONUS). Daily data are available from 1951 to the present; monthly data span from 1895 to present. Images are stored in cloud-optimized GeoTIFF (COG) format.\n",
    "\n",
    "\n",
    "In this notebook, we'll demonstrate how to access and work with NClimGrid Monthly data through the Planetary Computer API. Documentation for this dataset is available at the [Planetary Computer Data Catalog](https://planetarycomputer.microsoft.com/dataset/group/noaa-nclimgrid).\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6c7da081-b792-45f2-a428-ea8f9ecbda08",
   "metadata": {},
   "source": [
    "### Environment setup\n",
    "\n",
    "This notebook works with or without an API key, but you will be given more permissive access to the data with an API key.\n",
    "The [Planetary Computer Hub](https://planetarycomputer.microsoft.com/compute) is pre-configured to the user account API key."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "f3f030fa-8639-4b4e-b0a1-f3226375c28e",
   "metadata": {},
   "outputs": [],
   "source": [
    "import odc.stac\n",
    "import planetary_computer\n",
    "import pystac_client\n",
    "import rich.table"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "527d242e-32b4-49fb-a513-a74ee38495da",
   "metadata": {
    "tags": []
   },
   "source": [
    "### Query for available data\n",
    "\n",
    "The datasets hosted by the Planetary Computer are available from [Azure Blob Storage](https://docs.microsoft.com/en-us/azure/storage/blobs/). We'll use [pystac-client](https://pystac-client.readthedocs.io/) to search the Planetary Computer's [STAC API](https://planetarycomputer.microsoft.com/api/stac/v1/docs) for the subset of the data that we care about, and then we'll load the data directly from Azure Blob Storage. We'll specify a `modifier` so that we can access the data stored in the Planetary Computer's private Blob Storage Containers. See [Reading from the STAC API](https://planetarycomputer.microsoft.com/docs/quickstarts/reading-stac/) and [Using tokens for data access](https://planetarycomputer.microsoft.com/docs/concepts/sas/) for more.\n",
    "\n",
    "In this notebook, we'll demonstrate how to access and work with NClimGrid Monthly data. We select times within the monthly data temporal extent (1951 to the present). The STAC API locates the available STAC items within the specified parameter."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "914344e5",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Open the Planetary Computer STAC API\n",
    "catalog = pystac_client.Client.open(\n",
    "    \"https://planetarycomputer.microsoft.com/api/stac/v1/\",\n",
    "    modifier=planetary_computer.sign_inplace,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "63ddd01e-2ae3-4b5d-af8f-cdcbb56f0423",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fetching 2020-01-01\n",
      "Fetching 2020-04-01\n",
      "Fetching 2020-07-01\n",
      "Fetching 2020-10-01\n"
     ]
    }
   ],
   "source": [
    "# Select time of interest\n",
    "datetimes = [\n",
    "    \"2020-01-01\",\n",
    "    \"2020-04-01\",\n",
    "    \"2020-07-01\",\n",
    "    \"2020-10-01\",\n",
    "]\n",
    "\n",
    "items = dict()\n",
    "\n",
    "# Fetch the collection of interest and print available items\n",
    "for datetime in datetimes:\n",
    "    print(f\"Fetching {datetime}\")\n",
    "    search = catalog.search(\n",
    "        collections=[\"noaa-nclimgrid-monthly\"],\n",
    "        datetime=datetime,\n",
    "    )\n",
    "    items[datetime] = next(search.items())"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "69f3564c-bd52-452d-875d-34d9309a64c9",
   "metadata": {},
   "source": [
    "### Available Assets"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cfd0f626-55bb-4bcf-a2b6-d276df55a0d4",
   "metadata": {},
   "source": [
    "Let's display the available assets and metadata for the NClimGrid Monthly items. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "2cc1ebf2-1188-42db-90b5-17026d7770b7",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">┏━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓\n",
       "┃<span style=\"font-weight: bold\"> Key              </span>┃<span style=\"font-weight: bold\"> Value                                         </span>┃\n",
       "┡━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┩\n",
       "│ prcp             │ Monthly Precipitation (mm)                    │\n",
       "│ tavg             │ Monthly Average Temperature (degree Celsius)  │\n",
       "│ tmax             │ Monthly Maximmum Temperature (degree Celsius) │\n",
       "│ tmin             │ Monthly Minimum Temperature (degree Celsius)  │\n",
       "│ prcp_source      │ Monthly Precipitation Source Data             │\n",
       "│ tavg_source      │ Monthly Average Temperature Source Data       │\n",
       "│ tmax_source      │ Monthly Maximmum Temperature Source Data      │\n",
       "│ tmin_source      │ Monthly Minimum Temperature Source Data       │\n",
       "│ tilejson         │ TileJSON with default rendering               │\n",
       "│ rendered_preview │ Rendered preview                              │\n",
       "└──────────────────┴───────────────────────────────────────────────┘\n",
       "</pre>\n"
      ],
      "text/plain": [
       "┏━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓\n",
       "┃\u001b[1m \u001b[0m\u001b[1mKey             \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mValue                                        \u001b[0m\u001b[1m \u001b[0m┃\n",
       "┡━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┩\n",
       "│ prcp             │ Monthly Precipitation (mm)                    │\n",
       "│ tavg             │ Monthly Average Temperature (degree Celsius)  │\n",
       "│ tmax             │ Monthly Maximmum Temperature (degree Celsius) │\n",
       "│ tmin             │ Monthly Minimum Temperature (degree Celsius)  │\n",
       "│ prcp_source      │ Monthly Precipitation Source Data             │\n",
       "│ tavg_source      │ Monthly Average Temperature Source Data       │\n",
       "│ tmax_source      │ Monthly Maximmum Temperature Source Data      │\n",
       "│ tmin_source      │ Monthly Minimum Temperature Source Data       │\n",
       "│ tilejson         │ TileJSON with default rendering               │\n",
       "│ rendered_preview │ Rendered preview                              │\n",
       "└──────────────────┴───────────────────────────────────────────────┘\n"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Assets\n",
    "t = rich.table.Table(\"Key\", \"Value\")\n",
    "for key, asset in items[\"2020-01-01\"].assets.items():\n",
    "    t.add_row(key, asset.title)\n",
    "t"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "1c6ae738-7e4d-4718-9c67-22783557bff6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">┏━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓\n",
       "┃<span style=\"font-weight: bold\"> Key            </span>┃<span style=\"font-weight: bold\"> Value                                                           </span>┃\n",
       "┡━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┩\n",
       "│ created        │ 2022-09-07T19:48:28.906953Z                                     │\n",
       "│ datetime       │ None                                                            │\n",
       "│ end_datetime   │ 2020-01-31T23:59:59Z                                            │\n",
       "│ proj:epsg      │ 4326                                                            │\n",
       "│ proj:shape     │ [596, 1385]                                                     │\n",
       "│ proj:transform │ [0.04166667, 0.0, -124.70833333, 0.0, -0.04166667, 49.37500127] │\n",
       "│ start_datetime │ 2020-01-01T00:00:00Z                                            │\n",
       "└────────────────┴─────────────────────────────────────────────────────────────────┘\n",
       "</pre>\n"
      ],
      "text/plain": [
       "┏━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓\n",
       "┃\u001b[1m \u001b[0m\u001b[1mKey           \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mValue                                                          \u001b[0m\u001b[1m \u001b[0m┃\n",
       "┡━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┩\n",
       "│ created        │ 2022-09-07T19:48:28.906953Z                                     │\n",
       "│ datetime       │ None                                                            │\n",
       "│ end_datetime   │ 2020-01-31T23:59:59Z                                            │\n",
       "│ proj:epsg      │ 4326                                                            │\n",
       "│ proj:shape     │ [596, 1385]                                                     │\n",
       "│ proj:transform │ [0.04166667, 0.0, -124.70833333, 0.0, -0.04166667, 49.37500127] │\n",
       "│ start_datetime │ 2020-01-01T00:00:00Z                                            │\n",
       "└────────────────┴─────────────────────────────────────────────────────────────────┘\n"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Metadata\n",
    "t = rich.table.Table(\"Key\", \"Value\")\n",
    "for k, v in sorted(items[\"2020-01-01\"].properties.items()):\n",
    "    t.add_row(k, str(v))\n",
    "t"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fcd49bc9-32ac-4b10-83f8-e9fbd2a870ac",
   "metadata": {},
   "source": [
    "### Loading the land cover data\n",
    "Now let's load STAC items into an xarray dataset using [odc-stac](https://github.com/opendatacube/odc-stac). Location coordinates are centered to CONUS (39.50°N, 98.35°W). "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "a47797be-4fd0-4e4a-aed1-212642d05043",
   "metadata": {},
   "outputs": [],
   "source": [
    "item = list(items.values())[0]\n",
    "stac_cfg = {item.collection_id: {\"assets\": {k: {\"nodata\": 0} for k in item.assets}}}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "a8fc2966-2787-4f20-bb2d-e47d4829cec5",
   "metadata": {},
   "outputs": [
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       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:      (latitude: 1683, longitude: 1684, time: 4)\n",
       "Coordinates:\n",
       "  * latitude     (latitude) float64 74.48 74.44 74.4 74.36 ... 4.597 4.555 4.514\n",
       "  * longitude    (longitude) float64 -133.3 -133.3 -133.3 ... -63.38 -63.34\n",
       "    spatial_ref  int32 4326\n",
       "  * time         (time) datetime64[ns] 2020-01-01 2020-04-01 ... 2020-10-01\n",
       "Data variables:\n",
       "    prcp         (time, latitude, longitude) float32 nan nan nan ... nan nan nan\n",
       "    tavg         (time, latitude, longitude) float32 nan nan nan ... nan nan nan\n",
       "    tmax         (time, latitude, longitude) float32 nan nan nan ... nan nan nan\n",
       "    tmin         (time, latitude, longitude) float32 nan nan nan ... nan nan nan</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-f21044ba-2050-4c42-82a5-1bc5c96963ba' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f21044ba-2050-4c42-82a5-1bc5c96963ba' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 1683</li><li><span class='xr-has-index'>longitude</span>: 1684</li><li><span class='xr-has-index'>time</span>: 4</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-ee1558a1-32c6-41b5-bdac-f0459b7c404f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ee1558a1-32c6-41b5-bdac-f0459b7c404f' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>74.48 74.44 74.4 ... 4.555 4.514</div><input id='attrs-ee0ceedf-d95b-4f30-ba7c-99a5312936fe' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ee0ceedf-d95b-4f30-ba7c-99a5312936fe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-90ec3695-00cc-49a0-8ca5-fb22b34cff31' class='xr-var-data-in' type='checkbox'><label for='data-90ec3695-00cc-49a0-8ca5-fb22b34cff31' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>resolution :</span></dt><dd>-0.0416</dd><dt><span>crs :</span></dt><dd>EPSG:4326</dd></dl></div><div class='xr-var-data'><pre>array([74.4848, 74.4432, 74.4016, ...,  4.5968,  4.5552,  4.5136])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-133.3 -133.3 ... -63.38 -63.34</div><input id='attrs-9896ae09-b2c7-4cb6-8687-aec71eee41df' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9896ae09-b2c7-4cb6-8687-aec71eee41df' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a7db7ba3-bb24-4cdb-984e-3339197fa04a' class='xr-var-data-in' type='checkbox'><label for='data-a7db7ba3-bb24-4cdb-984e-3339197fa04a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>resolution :</span></dt><dd>0.0416</dd><dt><span>crs :</span></dt><dd>EPSG:4326</dd></dl></div><div class='xr-var-data'><pre>array([-133.3488, -133.3072, -133.2656, ...,  -63.4192,  -63.3776,  -63.336 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>4326</div><input id='attrs-29760b47-1645-48ff-a0c9-fd2df77303cc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-29760b47-1645-48ff-a0c9-fd2df77303cc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a10d53e0-a6bb-42fa-a81c-8873dc6f9b2b' class='xr-var-data-in' type='checkbox'><label for='data-a10d53e0-a6bb-42fa-a81c-8873dc6f9b2b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>spatial_ref :</span></dt><dd>GEOGCRS[&quot;WGS 84&quot;,ENSEMBLE[&quot;World Geodetic System 1984 ensemble&quot;,MEMBER[&quot;World Geodetic System 1984 (Transit)&quot;],MEMBER[&quot;World Geodetic System 1984 (G730)&quot;],MEMBER[&quot;World Geodetic System 1984 (G873)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1150)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1674)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1762)&quot;],MEMBER[&quot;World Geodetic System 1984 (G2139)&quot;],ELLIPSOID[&quot;WGS 84&quot;,6378137,298.257223563,LENGTHUNIT[&quot;metre&quot;,1]],ENSEMBLEACCURACY[2.0]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433]],CS[ellipsoidal,2],AXIS[&quot;geodetic latitude (Lat)&quot;,north,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433]],AXIS[&quot;geodetic longitude (Lon)&quot;,east,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433]],USAGE[SCOPE[&quot;Horizontal component of 3D system.&quot;],AREA[&quot;World.&quot;],BBOX[-90,-180,90,180]],ID[&quot;EPSG&quot;,4326]]</dd><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;WGS 84&quot;,ENSEMBLE[&quot;World Geodetic System 1984 ensemble&quot;,MEMBER[&quot;World Geodetic System 1984 (Transit)&quot;],MEMBER[&quot;World Geodetic System 1984 (G730)&quot;],MEMBER[&quot;World Geodetic System 1984 (G873)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1150)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1674)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1762)&quot;],MEMBER[&quot;World Geodetic System 1984 (G2139)&quot;],ELLIPSOID[&quot;WGS 84&quot;,6378137,298.257223563,LENGTHUNIT[&quot;metre&quot;,1]],ENSEMBLEACCURACY[2.0]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433]],CS[ellipsoidal,2],AXIS[&quot;geodetic latitude (Lat)&quot;,north,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433]],AXIS[&quot;geodetic longitude (Lon)&quot;,east,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433]],USAGE[SCOPE[&quot;Horizontal component of 3D system.&quot;],AREA[&quot;World.&quot;],BBOX[-90,-180,90,180]],ID[&quot;EPSG&quot;,4326]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>WGS 84</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd></dl></div><div class='xr-var-data'><pre>array(4326, dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2020-01-01 ... 2020-10-01</div><input id='attrs-fac2b474-7b52-4f97-9405-d93cde2e1c66' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fac2b474-7b52-4f97-9405-d93cde2e1c66' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ef8db741-5924-4e29-9a7f-e239757a3701' class='xr-var-data-in' type='checkbox'><label for='data-ef8db741-5924-4e29-9a7f-e239757a3701' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2020-01-01T00:00:00.000000000&#x27;, &#x27;2020-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-07-01T00:00:00.000000000&#x27;, &#x27;2020-10-01T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4e9d3bd9-f950-4a3b-af5c-a8b4ed884270' class='xr-section-summary-in' type='checkbox'  checked><label for='section-4e9d3bd9-f950-4a3b-af5c-a8b4ed884270' class='xr-section-summary' >Data variables: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>prcp</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-ee2a9573-4efb-49e1-90ea-ba9681102b09' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ee2a9573-4efb-49e1-90ea-ba9681102b09' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fab2a4b8-0504-41ad-b9b9-f08ac358a54d' class='xr-var-data-in' type='checkbox'><label for='data-fab2a4b8-0504-41ad-b9b9-f08ac358a54d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>nodata :</span></dt><dd>nan</dd></dl></div><div class='xr-var-data'><pre>array([[[nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        ...,\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan]],\n",
       "\n",
       "       [[nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        ...,\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan]],\n",
       "\n",
       "       [[nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        ...,\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan]],\n",
       "\n",
       "       [[nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        ...,\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tavg</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-b136e060-d8cc-4308-9c02-b8742271d45a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b136e060-d8cc-4308-9c02-b8742271d45a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1d5cbbe4-9262-4acb-9e41-9823dff7b9d9' class='xr-var-data-in' type='checkbox'><label for='data-1d5cbbe4-9262-4acb-9e41-9823dff7b9d9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>nodata :</span></dt><dd>nan</dd></dl></div><div class='xr-var-data'><pre>array([[[nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        ...,\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan]],\n",
       "\n",
       "       [[nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        ...,\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan]],\n",
       "\n",
       "       [[nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        ...,\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan]],\n",
       "\n",
       "       [[nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        ...,\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tmax</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-4dc15d5e-8ca7-4de9-a9a5-950ebcfaba5f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4dc15d5e-8ca7-4de9-a9a5-950ebcfaba5f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0d75f08f-b954-4db6-af34-86b2edc93ca6' class='xr-var-data-in' type='checkbox'><label for='data-0d75f08f-b954-4db6-af34-86b2edc93ca6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>nodata :</span></dt><dd>nan</dd></dl></div><div class='xr-var-data'><pre>array([[[nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        ...,\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan]],\n",
       "\n",
       "       [[nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        ...,\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan]],\n",
       "\n",
       "       [[nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        ...,\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan]],\n",
       "\n",
       "       [[nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        ...,\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tmin</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-17ee56c7-2d74-4642-a0f0-6f95390efb33' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-17ee56c7-2d74-4642-a0f0-6f95390efb33' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2590bf2d-71f6-4254-9334-91299baf2a61' class='xr-var-data-in' type='checkbox'><label for='data-2590bf2d-71f6-4254-9334-91299baf2a61' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>nodata :</span></dt><dd>nan</dd></dl></div><div class='xr-var-data'><pre>array([[[nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        ...,\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan]],\n",
       "\n",
       "       [[nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        ...,\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan]],\n",
       "\n",
       "       [[nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        ...,\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan]],\n",
       "\n",
       "       [[nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        ...,\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan],\n",
       "        [nan, nan, nan, ..., nan, nan, nan]]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-29de9830-9088-4e99-add5-a1a2a117bc14' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-29de9830-9088-4e99-add5-a1a2a117bc14' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:      (latitude: 1683, longitude: 1684, time: 4)\n",
       "Coordinates:\n",
       "  * latitude     (latitude) float64 74.48 74.44 74.4 74.36 ... 4.597 4.555 4.514\n",
       "  * longitude    (longitude) float64 -133.3 -133.3 -133.3 ... -63.38 -63.34\n",
       "    spatial_ref  int32 4326\n",
       "  * time         (time) datetime64[ns] 2020-01-01 2020-04-01 ... 2020-10-01\n",
       "Data variables:\n",
       "    prcp         (time, latitude, longitude) float32 nan nan nan ... nan nan nan\n",
       "    tavg         (time, latitude, longitude) float32 nan nan nan ... nan nan nan\n",
       "    tmax         (time, latitude, longitude) float32 nan nan nan ... nan nan nan\n",
       "    tmin         (time, latitude, longitude) float32 nan nan nan ... nan nan nan"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "latitude = 39.50\n",
    "longitude = -98.35\n",
    "buffer = 35\n",
    "bbox = [longitude - buffer, latitude - buffer, longitude + buffer, latitude + buffer]\n",
    "\n",
    "ds = odc.stac.load(\n",
    "    items.values(),\n",
    "    crs=\"EPSG:4326\",\n",
    "    bbox=bbox,\n",
    "    resolution=0.0416,\n",
    ")\n",
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f76a3b43-7827-4e8d-9305-6af33794bbce",
   "metadata": {},
   "source": [
    "### Displaying the data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "a55975d6-58b9-4c37-87ea-7344d43a4570",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Libraries for drawing maps\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy\n",
    "\n",
    "# Libraries for making plots\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "\n",
    "from geogif import gif"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dbdd3fe6-74bc-43b7-b8a4-904a00f196bc",
   "metadata": {},
   "source": [
    "Let's display NClimGrid Monthly precipitation in April 2020 and temperature throughout the 2020 midseasonal months (January, April, July, October). "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "d79a73a7-5a1e-4f6b-83ea-4a41103ad8c0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<img src=\"https://ai4edatasetspublicassets.blob.core.windows.net/assets/notebook-output/datasets-noaa-nclimgrid-noaa-nclimgrid-example.ipynb/9.png\"/>"
      ],
      "text/plain": [
       "<Figure size 1200x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "extent = [-125, -65, 24, 50.5]\n",
    "fig = plt.figure(figsize=(12, 6))\n",
    "ax = plt.axes(projection=ccrs.Mercator())\n",
    "\n",
    "prcp = ds.prcp.sel(time=\"2020-04-01\", method=\"nearest\")\n",
    "\n",
    "prcp.plot(\n",
    "    ax=ax,\n",
    "    cmap=\"YlGnBu\",\n",
    "    cbar_kwargs={\"shrink\": 0.4},\n",
    "    transform=ccrs.PlateCarree(),\n",
    "    vmax=250,\n",
    "    vmin=0,\n",
    ")\n",
    "\n",
    "ax.set_extent(extent)\n",
    "ax.add_feature(cartopy.feature.STATES)\n",
    "ax.set_title(\"NClimGrid Monthly Precipitation(mm) (01-04-2020)\");"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "35a14f37-4625-4082-a9f1-54439d0878ee",
   "metadata": {},
   "source": [
    "Midseasonal months (January, April, July, October) show temperature change between seasons. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "369f4cc6-6fa8-4cfb-ae31-b92d393ddfaf",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<img src=\"https://ai4edatasetspublicassets.blob.core.windows.net/assets/notebook-output/datasets-noaa-nclimgrid-noaa-nclimgrid-example.ipynb/10.png\"/>"
      ],
      "text/plain": [
       "<Figure size 900x800 with 5 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt = ds.tavg.plot(cmap=\"YlOrRd\", col=\"time\", col_wrap=2, size=4, vmax=25, vmin=0)\n",
    "\n",
    "months = ds.tavg.time.to_pandas().dt.strftime(\"%B %Y\")\n",
    "\n",
    "for ax, month in zip(plt.axes.flat, months):\n",
    "    ax.set_title(month)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "984a14ff-5a12-4137-89bd-477d7aaa60ee",
   "metadata": {},
   "outputs": [
    {
     "data": {
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E+YwIIXg5RYTVWJZkiZBFaHndaHPZt30jqX+2aJK9d4+CSJcCKILip5R5aY9+OZp+GYt0B5hzp4nIWJis2ZpaSRA0aVNxKJaiiJMIWXkWmIqlaIcS2Xm2l3+0Z3bmJ4XC+Hv6SILHKYh7qYjySJrOiZLqiJpGJ3iraYCB6ZrYmZ3Z6VM4KYeS55gOoJYX/6ib5ohzrth+4Zd+Hamewxl+x6mCTxmSUGePU/mcpWmX0ol0Fledp5maPUd3yHeG2jmgBLqVAOCVYfmdjqmbQEmZT/mOm8mRngeGv9iXcMmcGlif9smX7hmL+bl3dmd8yligJFqiBclQBZCiBdAS3TmBLJeW3BeUPTmOwUiCG8pzwyihxQmdOgqDN1qjqhed+ZmaAJqMd/d4qGmiSrqknHgQCApQBUB9KqGY3jmBlqeH5Lh52neeFAqJi7iBP0qfHKqhzkmmHNqZcDek00l+jfeh/MmkcBqnPAibDxhQUUqEUVoS3UkQt2mEkFmHE7l5SMilQ4l1XBimkXimiLqoo/95mWqKg473qPspp5RaqQgIgXX6TynqmFJqErYJntqnh+BIoxP6mzOImYyaqqrqpauKo2VHeh76qER3eLLqkpZ6q7iKfAfKdxjxhuG0qZzaqR8hli3qmKFajqPajiUJn63qo82aj8+6lEV5d7Faq7b6pnpnrf+JrbnarS8ZfZ4IEZn6q8AarI55p7OJEHuqrtlolgjZjci6dOWYiCJpqobIrM/arFyar5JIjxopi28ppNqKd/uprZQqEHoHgQbhreGaEJ/oEHs3TipqrhRbscLqnQthrtxoimspmUq3nJPYlOzJr6l6gTe3ryTbhSVYlNXqmVM4sDArfEyqsBHIqwj/y7BtuBDMiLCHCZY8G3276qsd8aSqNLEUS4G4eQDauI0LqZiz+Z3typicCnMMyofnKaFDKYNmmrLB2LFr2bFcC62T6I/VmpQZWbYxm7bIyK2uebMTh6B/h6k4G4QOG5A/m3xD+7avhK7BurFUm4p2qKUzB3MOUH1QS5ZVyqd9uqXdN5ogGINh65wYOLleS5Vb+5xECavEqLace6RxKreQ57ZzK4QLy7CwSRHj2krluriXB6+TObm6aXmFe7EKWpu36booW6OX+6xeO7mD6rtaR7nCC7aRC52v+oGg13ZI2bnMS6TKB65cGbTSN7oG+ZWj+xAbV0tGC6quy5NqKa+x/7uNTlub7sq6WDqm9Fq8rwe8w0u5ZNe+uau+iHi2ueh7tri5zdu8zUenBiq9oEu9z8cQ1yvAI4dLq3u73cuHQEmOP7l94tupe2qx3Iis3hi/7Ze+8ptzvju8PsmlwiuqGfygWTuFLljClfmv+Zu/xwe9r5m9ogvAAWy93gqxBaxLfDuHGwuj4biHSjd22XeNxBrBFkt53jeOFhzCXQu7VeuTwcvESKy7YOiOL2t19Ui/ApvCaZutiKew0juTXQxyMBzG1Yu9RJtLN0yEdCioJ6vGPfzDN1mlCXm0LYeWl9d5xPvEVKnESyyelFu1p4fHMMiOUexzZEvFRHfCKIy2WP/8oR9HpP9ZsONawwbqwmJcyftrTcH6pxWcpeE4qDKKeVFLpRYbuNzXyUcMyLfXx3t8h6u8w6ccwrr4m4Q8hsR5lFasyIsMmAU7nf0ZgQfKwmDclaVrycTMeN10xn7KoMkKvrrpAOQrxGdspYH7yajsl6rcythsx568zTyqqjaatbNsixzYhLd8xbkcsxjHyxz3tuw8cq35v8Ucz34nTtHstwncfR/swIW7mHGYogKhotv7rtMsjvhczXypx9ic0EZ8ip58xzSYxGM6gmlqtr4YyBqJy+csnRgHco88zLz6zl8szyKduuA0tZXnwLqJgQy6z1Kqcv4MAAAN0KDqoOX/iYgGHbwIrdCBWrWnKKrDW5WS6ND5mLVRnIs9ip70a7bLC6sZXXcD0XMAgHdRTQAhXbOF+cKFV9UjDafo1Ld/K7jKDLjly3IqShAxXc8WeNPPec0J3Xk6fb6ICr/4KM5dWn/KS6ZJnXsvu5G3OHwYnYMEcXRTPYBxO5ge/dFlvNUHq07RPMcVaIRLHHNAjJAruqL/fNYHTMQN/Mpx3b5rzdatfIoqLZ577L4/Cr+c3aV1+ZuvyI/Fib9Kvdd6LdF//deAKRBPCJbYyb++fNiKvaTuxKkyN7sJTMoPzKkAPRBnncmvS6ooKdRBjdo//dyg/dbWLbx4mcpyXZUdqn+F/yrIEQrb91vOGenax2t3tq2Mgz2in1u3wfzbcvpOjX2WM6ql2ce0LB2syQ3TMT2HSruQE2y1Q43TnXyFoj3aPi3dR5zP1t3W4wjXinqydrzBpg1+5geJZ4vBQ03C5H3LIVuvfB2zuK3LXA3P8F2p8TTfL+qnkEm4+R3Ek+fPlt3fRDjcfwvdKQnha9exba3g5gm/Da7QDP3HN8q+Rg68/RqJRG2hHd7ks2jX3+2hSy2r632VJ37lr1kUdrczZewtKj67L+fYw82pcEx9Mc3fjU2KKY3jQe3TBv7WCo7aQS7kqW3NPz7hSI6hiZiXpgq5uuvkHt7aE32/4z3e6Z3CF//Htli+6J1IFKSnMyTNLSoOqtw4u+kKxxgb42ad2UWY0mInuXnexHMe56M6528tmWw+mtuNshdKr034ipfb5Ihc3pMoxYAu202tn6fJ6Ly+s0Fxdz7T2w3R5cnC6RXbtOaa6WVJ42iMu8ha5+s7rxpc6qZO7aZ+7Qm+qqH+sTlamepXe6RpxRpO67B+6/u3uYfOucmYfLOq6L3+7oM3FFveMwlLxsSOLEOc70GsuC69qfVcih1c09CO0+2L7QZv8Nae4K/s5xvK2q5tr+Fn3qVJvz5q7h1uy7ie66vp7rSqzvD+8YQn704d7PXu3hHbLJOe75je0mZu7AZAyspc5An/fvA0X/NYuu2w3HQq+/C7+4VR3oVaa/GBjp8a/8hFuu595+54Z/Qg3/Q2++tyBzQ+y9uhqywur++0aZO2G+MmDfMBL/MIbvNin80JP/AW3vN/HoWsKvHGO5Ji+44W34chWPSzanh1z6ZOn/eRrhNQjXRBA3lbbPVXP8TVmLhPK8E5/L1xPfaMr9Nh78SOC97hTouSz39sj8RDL/eqPeUaP6nOa6QtqfeiD/V9b3R/f8nFHtBY77SfKsHHOqqp3pcJ3/i0r5YdHKNqv49KjvYrOJecqfMTr6xbZ6NBP6GwPrZ0X/egv62MLPogT/qmT3RSH8PIgtmrf/0ILKo8WdAp/4nd71v74F/aIPy7+xqaMqjaFlrRFp6mfa7nPOr7GHp+aF+DGV/0y1+rzv/xQuGS0j9003+AAAFA4ECCBQ0eRJhQ4UKGDR0+hBhR4kSKFS1exJgRYQGOHQ0UMBBS5EiSJU2eNHBA5QEBChQECKBAAEyaNW3erOlS58ubMgX8BBpU6FCiRY0eRZrUJVCeMHXipLlgAc6pNqdKrVoV6laYCwhI5QoWK4GvX8Fy7YpWbc2xUgkEwOqVLNa1aunGdUtW716+ff3+BRxY8GDChfcOQJxY8WLGjR0/hhxZ8mTKlS1fxpxZ82bOnT0z1hi6IV/EewUSEJ1a9WrWrV2/hh1b9v9s2gc/a66dW/du3r19VyxQsONwlMWNk3SgkmnLump3Pm8aM6nQldOtB11Z/TpRnz+fumzOVivcs3i5Roc6nup4uV/hRhVrVT3Vulf1xvV7NvxNvP3xGgYwQAEHBPA2Aw9EMEEFF2SwQQd/e+ivxPqCsEILL8QwQw03VM3ByDgEMUQRR6xtOI6OQxGl5JTzbr+6oGuqO6Syy267pGik0caiYNyPLvHkm8/F9/jzMaq5ruoPvrTCKnJI8t4bqzAhxfOvyvYIxDJLLQXzsEsvvwQzTDEVtAix2SQsjcKCUCOxTTffhDPODMdUTE4778TzwuBMNDFFP5FjKaiX9Juyp+f/nJoOxxx1pE5RHBkV9KWdplSPUPKCLJRIIuf6sStLmUwSSiTzGsw8SjGtMr/+tmS1VS7phDVWWWelFTeKGoMNzQnVJOivPH8FNlhh3Zx1WGOPRRaiPfkk7k8/HUhOKJgIKK1Q8GjiUTqgAnXUUUgF6Lbbb5ma9Lz65vs00/DGotItU+3Sz8ooBYtLXSLlNctKV/fll6xa/wU4YIG/nAgy1wBjzK+BCku2YYcfhvghWiOmuOI7meXT2RRXDPTaJ12MTiadhNoJu6PCDdQ6lMO1jicZvSsXJ/S2StdJe9e96tL/3K1Zvo+BXDWwentssl159e036VYHZrppp582GKLJ/zISsDGFB7Q4a623JnZirr8G+zeMm9UYOeQ4Jnfm/a59ecbqVvYWXLjnfnRcmGOa2WO04lNX7UznLevIntMj9GhS+4oSUyD5CtJwfJWGXEuoJ6e88lilpgwjahUb7DEK+3KM17BHJ7101v41PXXVRRsOAIzLDik5aHFEm+Sc/IaqbZXp5r13uO1m7lCn9F7vZptwJ5zmea8s+lz4Hlf1Sk7rm95Tx/E9PHLtC7O8e++/PxCAARSytaLNQycNMoQn4ytDX1eHP/7fAJa/fvsfGhv22WtkSTuYy2VOc3SXKN8V0IA1sluMfkKTBRpvcMdDHtCah5+53OeBNHtevf5TmP8Lwut6jtteCAkDvsqIj4Qn7J4JzSQQz7BpIv4yELXOd77KmEY2ZElIYO63Qx6uJmA9BOIOxwYS2IUEgf4jF0yCsrYB3uiATzwAtDi2P/6l7Fsja8lSGqiuoa2FeNTLV7sY17zmlOdoY5Se4soolg8aToRvfFVkaGi5gaDQjne8jAshAkOm6WU1+wpiIAWJOdQN0pBgC47rhljEkexvdtzRVgAF2EQCQhFuUsRkJjnmPysySovL6ZHNrPUUoi1vg3sh4xqt18Yu/q1SSWKl9OA4y/RZTYbgqyMedblLzp0Ghjg0yByf5sfQ9OuQx0SmCmuVTGZGLJGKfB0jRSJFA6z/aCgvWxvwLOmoTUZRk1IUF/BglkQXFUmNaInZucxoQcBVT0jt0Vksb9Y4/ygpg9CjJS0TFpgU8tKfu+Qj53AozMnZ8CJKa2ZCeSgwhTa0Yc0imzRjh8m6ZTEmAtQmymTXTd9tNJNxE+eO5jnKL/KHSmIMI37OqZb7rJKCgkul8ezpKaO5MZ/63Cc/KcfCf/bUp3Y06JoYoj2HFnV1DDVqUvPUpxOdBFoae2pUqcgUIX3yWysD5zY/WlGidHIoXjVKSWWKTlLaJIwmvdTz3GMlLuYraOxc0liLR9NYtvOm20OfTienzJ/21a8FJUwOQwgAPZ5mTcBUamKDhVTFNnZE/4mMZkkc4CwqskhuXnWRExGoWW9mdSWV/SxH58ZZlu1IRhE0qRpjOjyxplWUcEGlp9yar9jSZ2/s3GA95ZoeTbGlpm25KxwXw72d/tW4x+2jYQjrx+ASc7mIdWx04cRY6VZXT9CMLCM3OZ1sFqV3XVXJR78JTs/ybncoi9TIsJjOvXVKK15BF7bKqqSc5UxUaUxc9vaynpXG84O7LRR72Ajc5opQoCMsLnIVvGBYFThp1oVwiAYWYQr7ZogRPUlTTTJV7vhEZK29iXd916jwjtfEmhztNUUczrR5+JMgVt7RejtfI9XTXX9RqV310ttSOg7A80Sag/G6KwTvlcFHRv9yl4TMrwo3GUJNc3KUZXNhZqFEwyPpbCdf/GGLYtQoWv1mNU9sYpAuUb4k5qrwWJtFGK+nLO/91GqZ15a8yJIs8YQtKuGLJPK4Z13+XZV9f+xKfC65X8MlLtT4muTKGYTRtTI0IKU8adk4jdKXVs2yqOyRkmBYzJYN66RQO7zrGNCj1GzkmLe6qBYFYCY5WfE1tyKp7rTZSO6Myr1Ui0baBi62PLMP4N7VQV2nqteDDrBNI72vAxf5aYt+9LMdHe1ZLZtVmMZ2hyydbW5bxETYjSwRP3Llie5PKWxuynjQI+pIfhWKqJasqkFrRZcZ6stmdo7tcieelqqTSWM0y33/VPVml+75XYSuUgAYh2ycZeWML7U2lohcIEtTm44FsXisIp4lr3Tb42Xa9sdF7pBNczp/kgV18JDCE6/I12XfKdmKD4hJyq5ay2Rt4qjx1ra8sYUvr6WvztBCoFABmlOrPdWokGQWhq+lrm+188YhxzRoZ5zq07b6l6TO8ZF3XWIh93rYDbLIcW/aJMpJeai/KDJ0Q4e0pn4qVGu3xRdZlSURhFGHX/Lq9tS5x2EJkMGLtrPyALie+206qJ5+a7tGfeuS+2HVs05dnk7eS48nOnzFvvlcQpnzn6+ySUBy5T41MjvRYlHKPdzlduu79eftaNnmrnMICsqLMSdZyObq/+8YO15orcy10OM61iSNMfG9l6dsT3kkzC8NqZaHvtWX7B/D6Jdxn9+8tLG/+dI7i9wiQXt5LWtVch0lRpQEL9xrXh2dY/GrdPcJBMlv++PZC/j8zvz9XTpTmRbfX7g+vntKOPpap+VrPn4ZAIK6nOhjwCSLtAVICB2jPh1CCOjaPidTtAsUO06DHXEDFG96m5tDP0jClu3onfGaqI0Zv9tTita7nZzzreA7KdWyD+XBknghHEs5J4+hvZv4uQDkL92yCnuCpQOcushrwCRErgd0iCohCGNzroUJKg2MsL2iQq/jwLL5vrNJu3GCFEQpNUWprFOjpskSs7grjmjBN/90uqjWq7Ww4g6qsoq3MCe50L+1skNUyTw/G772MhfW6sFb40MgFMCYYo+CYx4jZDYFhJXKU8JH/Kd88g8AwIqIELomjAuBiLorpLAM5ESP8zTv28JpMrdtCakRxA7akTc0jDcVUcM2JCv5ezUlagk5pMXc87CumB4/K5yDo6k+A0BgFBDm+cX+uj0aW5e3IMTfIjZmZD5fU0TIox/Jg8Rq9J5ZQggIvIi0CI1K/MQqBLtvzLYs7EAPRDlOAquQkrnQWkUzdEWam6gVdI66GAqbkDUl8rk7+xl95D/CQTz82xI2WsaBLKdmVDyjs77qkyUdE7IJEx9qtMaITK4teS7/CrkS2IAJcdTAy6slydDIbjPHs3FHKzuRLdwurlJH7eCmdmRF4yjD7Wo143mZersoSXIKHusUGdS1hYunVjE4oCPIoLQtIBMwiBuQ3DJKQ6M6iWRKynGVinwuX5qLj6TKjPCQzVmfD6lKTCOikIRHksyYDUM7VkvF9yOtn6ARlvzKZylFoPixoqgJt7S/j9FBPaMg3yM6t0I65whEoQzAVjJAUhE8U8oxhlyypkRMSASk9jmsr9jKxywYBhmQx4BMSsMwGjEOspumlUHLy2IUbioxtWxJFMkq+pMvmSIKBrJFV5qWQQQ0w3SVlxKw8LA1a/HL/tMv2Xw62DzMH0rM/9/8l6eEyiekRG2UjYysTI9rEFapk+SMsiwsr5HstAvbTBDEzE2arP7ZLDQjxbUUzdF0SQ5bww+7mbvZojXMx4Djswz6xWLjzdhMHOtpz/PoS77Em9t0oL4Lmt00wGVbSuAEUI0TTgv0RozECefMNslkMgRtMuikneIwuw+Uzin6pnTsrI0qt+/MpJqDyZjUltqcNUmSS/TcM8SBL/g4Ol50RhHKMddSuAuqz3mExRjFz0s5kvvizwm0Ns8L0B4NE+HMRqmYDZ9BTgbFwOV8MCOFsCsTLekMiZIjx5F0AHfjKBSkqNDU0DD7k7ZEN9X8H3uJjhH1ULyEqRSds4Ssmv+J46ChOQuerNE37TFcKzqH0yBli7RCWiEf1VOtu7aFMM7XKMQgUVLpUjKEGlTpYtIsyw6SgFJyrE40Q0t2pJssRUEV9KrzOy0QtQttucX0LBUfkQtdnC3mVFPCqEP7+EE4VVWnKzpEPNUBg9X3DK5l6rw9tdUFaRULYUbFOdSk4lPI6VXHCslPW1SRaNSIUsPOjNSUg7t2DK8L3dDjmLtIeT1Nba/4o0XYElWBwzEfVEa7RJw0LVV6idXWdFMAc81Vtb/1lKBQMY/11NGIo9VbpVcFydUKcS2l68WaCNaGApM36tek8krsNNZj5cAOhT3eWcW5idZzTEeeuEcu0lb/vZmJE52XPHuzsuhHMiUQRKs+PGTTc30nTNmx3VNX3BxA/wpCWb2rQoLIeoVZyuhTXTUj5XGSgE2ofxUhnG2oy4yi8BoJg43SdHSbIwoX0Xq30IzHLmy1iG2rt+A7fIQzxSlZc3Wn/AAMjm020MExfS2PVK2JQcyKMuXHsK0gOqwgYzxZdaLT15ogfd06JIzZuc2jgMSQnJzBPixSng0kB6Elvu3Z76PQoB09g8WyS9WiAULHbeLMbpnWsHI1cpqnt2C5bL1Jc9EPVKpaXWTIpPSLrT2M3xtAUsEJzR1VkVW40IVGtV3bvdHBkX0rpfxPuqVdObJbDXHdvQRcQVJQ/2zc3WbSsKgqVsJtVLF0vYvSHVBj3DJLv+1cDhWTlqG0WRl0CyXSPas9UbNqqcGxM8/9XNBNwATs2mF7r60YxjnUizRBnNZFOJxkW+8tMN80k9ql34QRX66LQCHlDeRrVZv4XflJDEfsDAf732S6MkWNooIV2g2zJg91mS9bXhYbF1Sku1VSxvlcEq0o2Yp1kqjLXLs0wDyDQoGzM4/FSnItEjpcqbxQ3/H11PuVof0KVfZtOJN9X/htrmJpzpetX1vdlz89CP0d0hx8TbY60AI2HVwtMCQ+JnLrJncU2u8bS3x7OQiOYOdtGbarRRtBDztkOlhyOFHV3owVDKsNV/8TDTLTTd/DODAYztqhgSkbBJC7uDPVFaaAumAadt1ka1eWxSn57WG6NSZdxaDdRAsmzpodPhBDQ2RDitJNUuBjPTvtJJkAal66cZsJfjkYeY4FuqaZMSW3+hma+EeMDbjA2FaFzEMJJA02vkG6kOHyVas5RtP7RTSB0uNNLci3jdcdpZ9AhllDDVIgbo0bbqNDbmRkWSG+EuABZuRkDiROM8MVYcUFRrlzQzPzAp61c7Gdg477tEdqzTUPdldSPjpzPlvAkC1VVmMcAx03zj/BFIvtjRL13RV47hw85iO7zOUhhN04G2F5/WVgptd+EWKDOGgD9aC6QmZoXiwlA93/4HLoIJJmJyVeKHUqpj2ZJ5rg3OFkWwOPu6Gv8Y0zuEploUndUtEz5vRJeT5lC3rnWyaugLpnE+63cupn4evjG9u4aSToPVWahH5CoXYNeNHL/1KLiQaW5axpfL4r4yRmpU6dUZxOSQa/0CLadSwgSGmtbKFN9upJmKoZ/fRUVE7pN05EUg1IgEtnvRoueJYegZLr0DmwU6GrQ6xR/TsjqUOdn+7RyCHq4gxsjdhbALAL3Lqe5pBqPEHSFjY0byzQxS4dRxU9q97MSAUXG0mZzTZaRfEknANrvkRGRGRb9H3phTPVo944NNUV9eGn0IVhmU3XpBNVxdnLdb0/EOrp/4nx60ekoVkabLwo5gAoiN4DYR+rC8mWE0Z05sezEuWebKq+6Ah91G1h2hG0Is6WYPNrsU1eitGuOzbb4z8rtl9D1U9d5WjMStttawlh49JAHzsEslQuX1/crXJ1Va99PFlp5t7OuuYK7EwcboMwbjSWl+SGbjih6dvAvMEU8ARHJMpmVIw2PfAaFwsly5Vbrx3Z4i9lov+h0TitLY6NHvVubddu50Sj6drqv7NeK8EZ5fsesECNVT+eVTDBOP+2vOASboSObNWgCQKXY/TWv5uAcAVPkOYzHOI+cq7hNKWdcOquTu3ucB3JasxeubbzpL7cMmvFloZLI1MOPNbe7f80sYwTnkx4ThgZD/OfMcge00Ebs1Nf9pL+1nGLu6lJ9PEfF40gF/Ig7LXoacbfBVhgMgynduv0XeQGP3A/b3KLaRbPGkkKLzfLQrtPPq+yHEssVkeRHm9SSxsvqj8wz0MXp2US988J0QyJc2y/gMX++z8Yl17cTj5Q9S/M2ycEsfM7f7Q8Bws/pYvUOOLids9e1svwAFw4MqxDR3TVtRo5ktlWtzYZC3Imf3RIJzegne6Te9TUAyvcs27trKJH8exOT6+qytQ282q2tSAxp2UT/wxWJwzc3FanLkrW5d9jXqUcbD57Dh9enzxaMg9gH2yJ4Io/31WkRvZ+zafG7Jz/Zn/vW7alGFb0iI445CZua7/2ivE06aR0YkVJuXy9y0qxcjcZcefqTElcNesJQNTUwET1M1bvt452aS8yiofp2abt9rB5ZXxzJsnvGo8X7rXxhgzfEuKpWgV4gMH5BVdiOBr4IC1OjceIgyeIfGdoxT7Umwom7jl0V27qh+/5B6R2/zVsqt/4ZOm+DCveeMvqkEnF70Ivks/w6wjxdcfphS56d+5YiB8y+K6hWFd0BENpufKRisfnn/90lW30fuR3Mi9zRR6fOtr1pR+TROtdFq2XIBZutN9Gqz/7HORP3oIKJdUeiHf4z/2lLAF8iM+ri084NQr9tIeY0Kvsjwf5/4eNy2wueUymjs9W+fYLC6A3dn3qTeaWaTR363EdnBhVD31e3x9717QQQgzO99ON2/NhCMuPoYiX7a9H/swQ+KHZ880XdtBXPEOedX5FUALulddu+u9dftc383EtMLZSW8Om/dpf+22X8m4CCAEHDggoaDAAwgAKDAocONCBw4gDC06kKPFiRYYaN3JcqOBjwpAiR5IsafKkyQUIF7BsuYAAzJgyZ858SfMmzpkDBuTs6fOnzp0xdxItalQozKNEbyrlyTMmy5IgUVINaRPpTZVVt1rVmtAlWK8BXHINGxYo2rRqYwLgCeAt0p1wm9Kta/cu3rx69/Lt6/cv1qR61/8GBWyUMGKaZAO8bQzArErHkidTpsw1JeTMmUd6jRqyMujQokeTLm36NOrUqldPTkzYKc7WroMOLUwg8Ozcs19qFruVNfDgwocTL278OPLkxgswb17AAPTo0J1Tr95cugOIBC1uZyiSIcbwHDdmZLhQwMfzAhQaVKAwfXv36S/Tr08Vsm7dTwPj9tl/KGyC4SXgYQQeJZNTdNUUAAFizWffSQYqBiFnKLU0Flic+WahSpnl96FrA8xlGIklmngiiikeSNNgiCV4IohpLUaZWYwRR6FIvem4IYaelaQckEEKOeRpMfr31E2y5dbff7chaSSUOPX2GwCfEXkllllquSX/l0JSJx2Y1ol5nQESkbdRSOpxF15347nZXnvsFZRQfAVNhSOeeHYIFkw2RanWUgY+mVOBRTl5l6CHqhgoTiLdmWdICO73lI848khSVIvlaCl+f3o6VFuKLjoqqaWa2hehdiU26qdSXmijYz2+WhykPY71VVgrdXjfpQh1+SuwwTbWqlpKulibpIMSu2yfm1Hpq7DRSjsttdWSVh2Y0o05ZnQQcfdmQmoaxGabG7knZ0fqfWQeneh5dG6t8ZbloZ8gNonTiqKmFRejh4q6VKEJCsrXwEjdKi+mKzFIoEy9Jmzfqxl2ladnfDJrJABsnboxxx1vjK+qt62l4sUNXxir/6wnG4cwrjs6S5W1Mcu8WslASRZivwAqW/OfmmII88xBCz000cc5l22Y21qHXURvooeQm+KZp5F8bq775qMsa71Vhw221GyM96ZqqL4iK4ovzkoB+O9gLz4plMPyvmrbk7zGjemGPv+8t55m8ZzbsAV7PDjhhTd1pIJOvlbi31571ljKZCGHsMsS631S0ZkHXW/jNEnGuaSI64Tg6J3L+HWzl49Upa+wav467LETTSbS2ip9dLcGaEdQ094hJK7T6cKbprt2rvuu1Q/+PvzWW/P2vEsNmj5w2Qz7t/hhfTVGttmuNm9hsjvfF6/PNdba6fQ2v1WY4e27X3j4ATNa4P9PJjYucVe5uj4c5bnu6TJXZCfAX6EufVBpTAFJV79+7WxtaDOgjmxkEsgNsIIWvCCXaJctByRtadF5zgYn0ruDQC14DSmXRuqTHuCZK2vf05qfbLIrlhiQbWcDFP1AdqLJcC8nlXphSXSWL6sA8Yf6y9+ruOahPtXQc46J3/uiKMX2la2H+8qZELF4MfPpynyTg5TlejUlKmGwjMiJXhMJ8LkEosWK9UtjVhbwmFyxDlp1ZJ0Z86jHPQqHObWr3dFA+MduacdbLWQheczUkacxbytXS14jgQhGGdLLXg3s3tnUZihlMVBtSVFcFjV5l7k4RosLkuRJ/HQ4mKASV0j/VB3+lKgjOMJkfSyaIi5z2TEdXnJstHRVLJ31xb4lsSqqqwofk8maHtWsl2ssIH+YYkqQ/fKAb9FflfD4loRoU5ne/KYycTdI240TadnZHXrMg0jwkEt4kazKVFboLhe2kmKs9J/jLElNhg1IMDoTXPho8y/BKaWUbsxJPXPEtkDdrX9dhEzLXiZLv1VTmrq8KEZL9U9Q9pIpFXVc5R53HIhphj7FvAw4UwqaLjbTJ3K8Jg170sBpflRKz2TJNrfJzTruT6U+/SnsBFlO2wl1qLpDYZwC8CZyjZBqCZUkSJSnkKmipEE5utBZ9MNLggpFflDspy9DOUoRWRErcHuq/0LdxlC0RnRH+UxdQ18JupouNKN2vSuqBBQimf4thiGd0TBTCUCT/hClQPXpQ5l10IbBNKbH+uhcfSjHl2ZIp4zZaU8Pq9nNWkucQ/WjUQlpyI78bjxMVaQ62YqwFb6Lta61EGYsplUdElRx+WJfXkY2ULX2k19WvWpCxdqsp/41snAlKUU/itflMje3tqErYorro8AKdoyFLcl1A8hZb8q1pcgC6RwT2NEPxQVKmjEZ9F76GMuirJvbfS98o6XBcgbSqLtr6pxCwpHTOqSFqlUYjlxrQuPVp2K6WhaqsseiutJ0ZKLMq2/8JMmIrfK3qJSuYyXLKdlWtLke/rBaFf8I3bVgeKe0mihE6xlfZT6UjcR6W01wyuHx6qerRsJwS0IDKzuuuMc+zhJoQ+tBDmbrIffVTgq/s1/+Cu+/eYLPgJN6GQO7OEqbFJiCcraXGjuQt84d7oSqu+GvJAoqrcSxcaESV+xmtWG0BDGcm8tl2k5PulY6sTHHiMofm1GuVfZUk3LM4TbSOKwxQnNmczqZRPO50Y4GznwHyS1zZgc6Drlvm4bHQiaPR6rLe6eTP73O4IGazVrpWoah1FUk8etw5WVwDlVNIrBh5W7HHF8SA2rmC6P5J9nNM0XR2MQ4E/uurVrsFhu7I5HgeV4p3vOjBXhV9Fk5UK9Wc3jFCxT/seG20NHFMY9jFe1xk7s4kQbkpAd5Tky36SvhSiSbnOba14aaJB6JcqcL3DKXLglGq0YUoCf15Z4okWLPW0myGsZrNKe5T+c777CLLXFdqjqLdUYgXI8Y7uBArMW/Zlm5X+fK3vzp3wqeibKhGTaAEWuwSRT3Shkd8pnP/EuSvt04191fiuT3YO3SiNQOOW/W1tsk+JZ3gRMoQ+nJlMZbTtGnAuTl2wJzzfa0sHGtDiGLBbtGwo4j+Zb45omT3XCypvrfnphx/I3U4B8HOc2HxqFBG8nkWkx5w2cTIGbpmSQok3ncAx94m//xdkXV3brPid+nlcRpSM1vJIledEeN//rojKSq3c7y9Vs2GOCsuhhYMamYuGkdfL/NehHR6LdnJ3b0D3frL8su+4/J+oadU+9j1l7MlU2y9Dg6DeAFn5zW4Y3uYevyzrL9Zyt/KoLcfP7+7Lhx4VN/3B5EmuEPD511HxXJ6QR15bFmEslPPlzhP7pH3oOZq6p5n5tc4JVbDfWS78e2AC/dKU0d119/7dRz9f2UaZ4AxlJEZcXrzZJyzZ4Ckoy9CJTp4F56aRzvEdPb1QrwMVv1ZUnxLV/d+VpygZLeeVuqfZue8dT0wVwGpmC0YUvhZV/tnFOZWAS7jN+AqQk90Vv5mZ/lRVmp8Q2Z/VldiJ5F7VLUDQqiGP8hJiEJgMnV+cBVTVgYDDGcqYEdGGlImxlf5yygFs5aEd6P4zhGBPoMdW3dSSGMaaCECmLJtHFgzUxWm3mbm7nG5p0O693ZCaYhHlof4d2cC4KJzo3HSZyfOnnae5Df5EHZDtYg5lUIER2YRenV3nkUrM3f2d3Q1LnRqvkTSG1gEzpchu3KC4FbbLme8xQXHG0hKm4ZoN0PWIBhSZlYs1nK95whMuWhcmiIyXRgdCnfCKpFL6LFHAIFF2EOBdmiMZIbArDgOGVfkEGEzmVaD84b1kSjIYaagCWiCaUfsMnKPg0U4tDe2XHhEJrM+nFNdTncWCjchJWYYFFhFEpXGqX/ojwGIf012I2ZBQJJ1PDloN+RhmEdY7NVWd4tixtioQcW0ECC1C9W3a1hIEA+5Lgl4x6im5hMR5Bt3wEoHs/1HFUwz9DRE+URojXKEzYq4pSl4xVNyi2J1aLsRtNdYui9jRv5Xx3mWVeg49IBIHLhR03iInqdmcuc4jwOJbL1G7f1TFjgXSzdIj86pI79I0Qu07RVVEEapGQhZN5RWxw9WzbxVDYFXzFGpVj6lEReXwdtyws+Y5ItjwqdC0iG5Fui1TWWZDYG4EKK2CPOD8AwIGHQ0PLt5V8IYejEGDOpWQWKUUydmuPUU6dIVGylF1ohYDwSJVGWnBfiY9/dIXA0/6VTVoZ9jKVq4A1VQlzVGSZW9oQp6qNlwSJotqaPlaUyniVaVpozJt7OjUTWxCWFrFD5zSVdip9S2WVCjo21mRUlklgwdhvBaCKdpQ5DNiIS5c+u8UZk/pWzlSFQkqZQUuYWWuYDFtfqtB1nauZqQqVr+uNNjqZ2usraZUWMoQ7J1aFnkud51idZmqVsphtGZqRacqSopUkPwtNHFp1bIuJvOg3URBWuMV3aeBJMLmdfJidtkI0qXo97Vt2tZAhNok8X+eD3/I/zjWfmkdxkcqcC1t7tkWb0FNYY8uNoQIh9lgb7eSccvifXZeXqNVxWgWd4LlqM/ihnwSYzoiXTiP8QRjAegM7bIkLIgPamgR5o8sQHsOUHqxUnipCghIaOXg4cocgh/mCVii6GTupb5PSkiD7mepqOiS7giPminXWmcJwpa/7dZwLpU5LZse0GT95l6kSOSwkaL4YonNopoR6WkA5pbEbHzrGJR0YVb+LJR+omKhXoI6UTlGajuzAiwg1nSkKiYehplnKUloVeYnygxtlKyiBEHHqNh67jK8opsElmxK2pxLUpHSamX52qeMJqT+VJoc6nI/5SGH4geslqTuaYUjrmoP4qs37ToeKcfmZkmzTNRKiH+ZmffASoVESqtgLRR17qDrpQxEQd5wUmiDzPS/IHl+rGElVKEg3/IDlWYCkOI6+imFYaEK3Wqq0CY2La6Em1qJyaIIU0K51yYxPBJwIOSrsKm1+24jYN1gQRrMR6EwI8ayCJ00X64c59i++ImqY9Kn1w6yFKI7iGa6l1xoqGY171JVS85zcKXItIyar+KXXKCnD9DLVlyphSIHZqar16nKw2Tr4SW00R61XK7FIC7M/+3sRaIaea1xXm6AhS0o6mFxMpJLIKao9OLNfuUcUqjQFwy+GxW39dxHoAqPo9mciO7HyQZMmiX54VK58S2spGKNU+IXFWKYTaKINeJQG6Ulst384ubdGZ4vQMLYhBVtCS4LJyHOHGS9Nu4NOe6wD6aZbq7N2+/xW9LNuPdK3neu3XIupEZgfvKJIiYavacqukyuWDCOIOola+KZFV8cnkKuf9XejRDppxMYlfoObcqlnLJBbmsuFiPq7xlmmaNhPielibkiiWNq7jHi/T2qlw9tXcvCvtCiSYWi3WimLEfi74XhACAEDoiq448SfvnFB3TIRSnW28fOs8dWs9vValHmg7ASfXmObVukjd+isbdU3G4e1KflWFKoZruBuGGKZzeqD0Eu4Mwd7hLu9yQVdQTq4YMmUDMymQkmHteqlf6gp2tR+GpiOi6WT4nnAFVWz5mi+ZKN6ROtVqRaqU5mC2sha43i+4aKswOhhLvp/vos/w0u7MJv8cV61ry7IriH5bBjtwSOGrBBubelbO89Jn9C7xZSjAj24Y8friVvasdE6t/mxvSOEJCpdx7KiwCrOwOGEapnFEDJMsgdFwIbotlOJwp8VlB6+KJ9GsnlGtH+edEYrjaFoxEy/u3zyxXQkrw/2uYd4ZBhOyI22XefJP74XqQdbL9vIK2IyepqBsxWjo4IKlGY9ytKBxGoOt4XVLRJBtuchvR/rmDPcmgGKN8ZDkk6rvC0MSmxVtYQVT//3yFssfYNCVvELy5EFwBCMyxbFiFy9yQl5wkBhzJP+USE7yBTaPVf5wnyIwh/CxJzekBZKyOA+NKT8r9hGpojaEC2+sncj/iw3fMT/eSf0WT3x8bAkBHVPJG6gxsst6ihen6qmR8De30STGbBRL85kastAq8zJv0R+bpjPPLTQLCUKjBBZ70yBCbsFaycJZMidjr10yKDC766nC3TiftMyYMn5+kH6uc9Ahaa3QMdWsrmohotsWKNq2Lz7n8zTazTa3VfMVM86ylO79ojDDyEFXND+C6L0uNENPEc+oXvZGNNd9NPROoFLj5jfVsytDLnFt8XFF1JT9lhMWL9CGMjGitFpPSzknKkunG+mys7lsSupWHk2zLvCoC8ji5pLxNP7qH2K2WX78M3YhkdwuJMweJxwRdlZfGN84rxM/WG499TDzHVVf//bfinKcNjblYXQ1KrVge41Vi/W8kDVI/TTQvtBar3a0NIBKu7VF4ud2lG1/ta/P/k5bzvMgdvWkyjRXvzLwnFZdhl1oe6BC7qTuYvJcHbX9KLJQc/a8SvF26qW/VFhBD+UDJc4WHfFhYzbEXnUscvZHeNNdQzJZPPTaRadJqWpZn1RJkzF4s7Z8B0lb7yGRhW20rknvsGUg2sctNxkNw3J53zO8vXRPV7JHd69OxpDfIvZ19+/BMjZ0h+JfLXAy1ygvDW3eHmXLfTQTeferbi1FT/h7kPdekzhTryg42wdhHpGZwqgjz7eMX0l921ylZYtnqXIu0wlvC6ggVnNNH/9PpQK5VCwVpx34AaYartJrAO6vCJd1hn9eGmU2iXc0juHrysVaEccZX2H4AxZ1RLdqfN/IhK8QeQPAiVf5hmaK3CTET3KzwlA5jLrXjNf5kKBxReZOC4bQjrdvjwP3j6c5Xs+zoFu04/HX42W0xyK3slpK3/4wIGvUYr93lVu54e7ry6Yr2WE6v3U3olnzIze2mSvT0DX2czuP3BZ2qpq0nbc6kJzySsPg9k2HOQXdefz5K/9cNn72C8GLb8exfRg5osv1IdXygJ81qvMzYtsdyXi5P8t5pScUPHI6X72svlL7rYKnhIv4iIv3qPNRqRtvdokxCAeXk8/L1ri6uif/B6wr4wEgXiHd9x+RLSNJGXQyqX5ZHr3RNJGP3zsf0m4e+rATOyQde+oJdKeftjQ9uLlGOLRHu2oFJbbr8cRNvDd77/QOCXSzFjgZu7hHDHCtHmOi67bP4rqffHGssI1jROLJesu38XrMoNbAi8k2qUUPeA3rtsczqcAPPPr1e8Tzq0JSExE6PFpDPMtIvMXjUGBG0dI3ODsOrhqKOsdv9c4v7d9iL6UnO1Y5Gcp/vXCo/JewMn/VJuk2xFwDUUlGaiACfZqUFj3fscHDvWkNfHnw4NwDUYSKNudtuSBD0IojvZMl79NHOfM6OwVLYbkP7JVQfdVb/TyplsBeZ2d0/2hmfqj0BHRNgz3nr0a7047dkwsHSevdQ9Xaqy5cyq+v12ChA3fU2D025v33xBjNdjnDV7bRH73gv2NxF76mS1FB+z7fKzjGM77GS3OkqlQtJ5RXUsjlnLf/BL6ebOJ/jfdFdz72k8bnF+nGCvcJCYTZ3737No/rupPqhjtXlH/k48nrIzpdtj5aGTBqLhjpDM6Uf+nu52BTC7/hcwwBWzdAEBA4kGBBgwcRJlS4EOEChw8hRpQ4cWIAixcxZtR4EUBHjx9BhhQ5sqOCjSdRplS5kqVGBS9hxoRJkmZNmzdx5uwoQMDLli5/agSAcWjKBRcfWoyo8ahSpUcdBlgalP/qU6lNq2YFKlNnV69fwYYVO5ZsWbNn0aZVu9YrggJv3xqQa8DBgQN07R4QkJcvX552/zqQ64Bw3bw8eWqlqgBxY8ePG8uUPFlmxqgZJ0PWDFOxRcaa9/btC5r05sqdUWNcQNDhwNauHw4cMKAg7dm3cefWvZt3boa/gf+muJo1xdTHkSdXbnlicOfPoUdPuFshbQK9e0/Hbl16d+/Ah4cXX1Ex25DL0S+mHNN8e688OWv1mbWoxfoqLyOFuhKi1KtJ09sovwA38kkmAdxLUMEFGWzQwQchjNAtuAYTTLDBRMtQr9DyKmwuuuoKDTECXfqsNNDWo6wnk1QjoMSYToz/LL7OXtJMwxhxlHFGElkqiDiBfnSNoNlqu06g7ZBMksjvmCRAPOEG5FHKKTujqMkrscyyyIOyQ0hJLcGUbrwxp5pKqwVZpJJAFRGET4EIGXQzTfnmpOq++wjESj8A1eTRpBRr5GknOAkt1NBDEU1UUY8mjOtDuTbkq7BJNTygrgsr/GtDATAjMdAcEQM0RebmlPNTHHekE9RVYxS1TiqD9PE1Jw3ibkglcU0yzOeGC47PPoENVsDmdi3WWOm65BLJY5lNiMzx/Pvv16oYnE9Y5FT8CLFF03IzuVdburNKrSS6Nj1XT92W23XZbdfddxFt1NG5HEBM0klBtMuwDgn7/5AwvQBLDKOYfrI2AHA9O3iz0iQz7TOCC1wRRlBTrWpiVjF+DF01sfrxKNYWslW2XEnGrlnwZnUuSnNZltLKk2GO+VbcGNpO5ixjBRLIZ8Xbc1o70Ww5tRThRUtO5RBWCU88p4Sqv59Ra0rPc10Freirsc5a661ratQACg3IEFN/7cLQ0n4f/TfgOk9DDybHDoQ7MxTbPnjguXOs2OJ0M8YY3aRJDDK27qwr2XDfbgZzZaEZV67XxCE3lkiRq6MuciZT3nk4/3ju2Ez6EjS48aDWQ5DrsFa8dmmhri2X9NEPblhiExs73fbbcc9dQrgoLKDCsPkdG8MKPXy0woAxq//729hPY/FT5y922GBr2aRYdDqj7zvv2ddDbmqkmAuguJRzrvnw8ym//LvvYW8/q8fVjz9yy+UXEzaInOwcwMukdh10967nPpSUTnc4MZXqxCUUpsHKaa8bXfasVkAJTpCCFcyJvHxnPLzoy1IaFJ4G5+IXTnmGMou5CMKgN6O4jZCEbyNNjTCSuhSxKoAQawnetMewv53Qbi2ZGvv6YxWCSItw6DNi/YJzG1mxT4BNNAqxkBhFmNFMitDR39PC4xTmBPF/7QmgE084QwuCJFSAo9LqYAc1lXxRWC480RjhGEc54m5CXxtM2jqkLxDuUYMAE9ioHMiS+aRphWFcIWT/nse90lkvVZxhY4EICSPa9SQyEoMP3VRYQsXoaXGfmxURo2NEUS6pitehoimXCEZV4kcipXRlsZT4Sl9dkX/SWpzPbhmu0JlRgKIyHRy9JTSmLZBluUzJI4HlRtLMkZnNdCa7wFY8fxWmg3y0Jr02pUjJ3BCZnYLkw5hXPY3J7W04bNU2w2lDxcjubxubTGoGVMsWAQl8AwGlzmRjJH0OyZSjPJ8UeaMQY64SjFCU5UERaqzyXZEpUWGialKjIL2BEVCCAmZPCNq+gapSmZp55kdBGtIHRfMuFyqeYa4JImuGqIyRVF7y1EnCvbW0YX86EWMudkhUiUqm2Gpn95gX/9RuBiU/auSckzBiz6gY5EeFI6WR/ClKgAa0IQ/NqBMNmlCtbtWKVvLYs0Yn0aE+cJG/rCB8rqpRq56El2rq6GNEGle5zvUsvLsjNsuGNnp9UK/TZCk5DfnShMWOsC2kXg8HSLuKokhHp3rrTV0VVJ8i851hHBgPT7LWYUF0JfRUClIH56Xp9DOqR4zfsg5i1LSqtZVcde1rnUVLaDFul2Nl3CLjOKLVMq6Bmr1bW6cEwdrRlbjFNS5N7ArCS/FVj/TaYzZ1pE10wrSFhh2kIC1CU3PCTbsmmhjfEPnTiboPuD9xqG+T0hSB3LM23HmqbUor1dPaLCHrtO1uq5RV2P/u17W0zKz7dplW3I5RYPhtHP+Y+L3xBld2yzzugyFMXLD51TBoE4yk6JLh4+FRL5MUb/fG21YWNXaGmHRh3MAb3g8bOGpcfGJ684c/ZTm1VvE1rfpQm9qsVJbF6dEvf4GMUE9m8apejGkTB0zBUPWYt6rZqGSpdtnfbrc0EbbyleU4YbNVeJobopS+qAlmELmJnB+2IQqPfLcyL1Zu0v3uJE0sXgM/GSWr+d7KyBNjLy3pqUeyMfoSlz7S9jm1vg3sdJmcnB8HmdGuVO3nCGoewZI3yQVccqIFuJ/F3VeQ7jyQcN+IZVGPOndaNluHyBawvuwrYHv51yUZS8k1A/X/m49Ml3gdo7AVejdN5zQzpvUDPqkg9Smd/GFvP5u59sZyZn82XKAFzSvSuVGTwM5vRBqdbVmqlslrSXP7/lRWCV7a2qpUMKePaWbHYozU7Xa31pKL17PJuzGVgrWItodIEse02i7R2N9W1BjLQjlQj/33r61d1I+t1yKebegWpTZs4FAxls5+NpDpDN5+l5sqL9P2x+vnYo4HIC3fBndZzWq7yIz8wNFa44K5+WFL5tCi77b5zbllarVhitWOEeElFVZJmsNa3Wz9VDoX+7yeBgCjnpm5rwcZ2YRPqzjE/i/EHZrEivPZ4rhqtKFT3N3ysrzY2Ab52S/HbUyjxeRk/xVnyre2crILTeS1HntiAV5wOGesJurC+d8Bz5Z4bzDMpIFudoe+UznXOjGabHBNDTnwsJfZ7pNm8a9klb86M+U/Ep/41gvn5z8PGnFf7/TeD972uTu5tWh3vczo3OOzWN7tOq251uS2ero/zeiqPz3AEw9XmpgO7oE3/vG/Mq+9qg26q1J1q4PvZlpPmbBti3qZ0Zow6oF61r2HOaZD66MnDgsqWn8vfElf2pGd8uu+LafBpY/uRHv19fVnltq7XRZFLr32Bo977nUPs4RF4V7k+1bikNgs+opPJG4P+RzwAWtC+UBEbUAF8XxONBTQVDaGhwgG0ZKHxLhnhGyPYf+gDJLIzs5Yr3z4o6HUy/xsheK6TjfO7smobNZ4LACfxP50UHFiz8DehCym6+6k5O0a8F1SLwC9CcloL+ZSrwYTzyaKEAKlcAol0EL+SlMY5i9E5Gz2BaMU8Kesy5EEsAB5Dah6DfVUzAB5pAeP4zU4KXM2aq3KZ8bOD/RM65Sirf246ZLQUAMBCQdzcAcFEXPYcLV+UCxmh6MazDHgpQmFENMekcHeLxINyxFrpA+fsO8WcAo50fhMLV8gA2BEKFLE5mwAw6a+kJJ46gYBh/sepoaeTkayz0DM5bx4S8bwjz+UrcYCyg6jahDBjtog6xU37gTHYxCRsTsgrdzGom7/5M9TRjAKEUV61BAJb+vNqhGm0nDyMvAmNrETwdHmBo+DbETV9mILRWNfDOOPMlDsMgNiRAzUGIPpBguxULGxWKiHKBGeGmj3jAM5zAe1fpHZdLAHMXGc9m0J529MkrEheWUZITEsEG0fl4MIpdFQ4qwErXEMhebNuGfHHgv+YgQA+A4KvzEcUVLUBu/VHmM0fO4CwYz52pG7/rAMESvdRHIeW4iFZK27RBB6arEQA2RzroIfd1H0KAf9fhGV+msOGcIgufGFpm/uGNIhrfIp/YcZvUIhr6XEIINbpPLMNtIEO5JNfI/xEHIml+kbhysl3VIcM+hD/IhDXLLeQpEL/3vuIGluEuNjzeqxAEkju5xHFS9izWYxGxUNqxYAAIiSH2ll2QgN/dKPZPhJq8wuOqAyKsOSKxeSTK4SGcOPqbIS2A7RJlSPIocG5YTvUKAONfvE0GjENY/j8eRPJGmOJHEENxmxTRjxLX1THI2HJTWlC0Hj+cDML/Qy+E5jG18ODUdsdi7NwwKu6dKJIxXtDZ3oIxbzI66zfAitvZDy4mDrMh8SNg/tIKPnEs+SyZ7lMwuy9USz7kjTNBcMKLtSNT2KUKSHpsYykMwFb+Ax5pKTVexiUN5oVX4zQUlNAvFCU8ixw1qyUpiv+aQy8WCI6ZoQ7wruMSxw10SSDBGTJf9+RSjVZCQUrTrMJzwps1m+0zvcUBnNc8omb/Gosj3d8/UWLcYgMtFeIiTWsyzxs8oeZBuJ8RmR0EhTcxHjwwBxaiYPgIw8iviiVEGp9N3mZR1dzRSziXZuJCZ/rjRiaOh0EvU8MJ1iTbtMBTScji+3yTWnJUaBxUQBEkVDBr7+iUXzsKuccpbg1LqosZ1O0JaO8UY/LjyYSkfl09puUBG9klUWhEgVa0n7c9qSabtosbCOSS0LFAD0Qjdrx6x6s0pF1Uqv9F4aFCEr5UbOqTCVM+hkMf7eakDJTE2ZbsSep0zJhUQR6Dza8DtGKWZaVExC8yFdTj0qCuFq1EZfa0//r9JQ76dnJpWiGrVv3ANSI1UMkydaK08SIch5qov/wqkdN5UkdbNcobRNRjVd203L1NFCNmVTPqNLM2REcApD1VLg7PVV4y+8FFAwY5UzN68oi1WV5DQjeDWzjtIFD4fR7MxFc9H75mbFAFFZt83jHNLOZKsxtXU2bzI2g5RacfMsNvPWKks2Ry5EsedfC8vxwjADn5RTEWRDyFVdaTbwBg8vMAUDYbLVVFXv7hVuXFXopA+RLDDx/NWxirEq9qdPhYUkFOhgG8pX5Yu/vJMgl2hHjVXdFpXlOqeKBGdQdxBjM1ZjN3ayktQitecrtGcR/fBSyxYnpQxpPBTpqA2n/8KNeaYz+PKCUztiXMnII06yZgVXruQl1UyKAu/yMOrtMEzCRWS1VUc2GnvSQu0Vad8MU5V2fzLKJjiiYCGuiBbW9WQwPrG2YLT2D3VPfzIP9mgJR1tjbGfrbZHmbPXucUdyJ/yOAcU0JKdSdn8LXFED5SIWzt4xFmnuZaEQcHN3cJmXrgo3bFRqbK5wZ5EHCzllvWx3L1nVWsMue7MQUhvrL0X0YcOKJohCJOosYQOSvkYX5KjqahM1a08XSXfrijQnELFEbGVrBmEXWn23l3LKe0HWU5WTTNXzR6PVQOhXRtu0jHYqbyG4b/qiK1azeS1YpDAowz4obOzFjxhDcf/RKl2c7meJtmh7clpXRYBfSIY08H126yZ8AmoRllkrh75Ia36UKFiRpfTGZzSDV53YJty8dVL7F38JsX/lZ1jLs4h9+H9hh500k4SlmMSc+CSCiU7O0wmlOFXBgjfbciSQ94LFeIIQ4Hk/xHfKBnhGI1C2dISmeHI1Y3vplW5VGK3uVaYWOK1uonM9woyelYabLVfmy2qZhIf/uHSreA2ZuDkAGSsXOe1kTE+ZOJGDC3NNF4XfOJND5YBYzjWveG+yuDLqmFr9lm/JInBBIozHeJXpiHe0DI3v4tQ2xCTopoPPsR2DtoRph4SkyzRQ5V6FOI+LjHPtoyQWLEdHazL/DVl+dHiHvzOLmJaSr22RewU+BYqanZI4GnmJ1bfQsFmaK7IegVh8YSoBNfmcdYTjALbWPDYMP/YJ1aX4SllBRIOV7dl2ytiVHSUulwtxc4+7OlhnLfRDi9ZyuQ+d41jXTDbS9lgkaC82tlmfbBi2CFk7nnlzohmc3webu9aRORpR8Seir5n+FoKjyVejt/VPOpZlGRhtEXqKcTVAFrqct7Y5KdKRJOnTolhI77mnfzOf9VkCHXSNYejfAroubTljmvTg5NgSTSRfX1qHUHa1OoKPvTER6ww2Qon9goyr6dSbmxilXcakq3KkybqsrQik4ed1zzp+xXqwgjjEpC6Y/805qjMZW4cwymi6vKZ6r4HYuzKGL1DHpwn75oA6LuJNcecVzpovVR00qf3m3lLnhP4UFWnZrlPYGk2CgsltIzyrm7MtT9evScj2rRXZv3CJYqvqH9s6klWmtfvXtCUPpw/NbuIaDF2KbTEbpoVZQ2fat39bQBEthya4i1G5sJG7uMr4sPUZeOhyqKFLse1FHe2NQ/aySGPIgB2p6XY7hfuaoDabsx+pY+yPzz6vmaGEPLqyOrN1LBnqxZw1tsi2fz6aT2G7iGXbnelariXWr7v7nM9SCGNapvvtVWQTp3PaNstRsNFClZP7wZV7uZMLbACGmtBxk58bMSbFXS2lw/8BQ6D7pmThuIwGxo41GfpsJCwD8CvGGyt8RNsQB71FS1jTK3jJ+fdoNHXHhKjim3Sxlr6xGWXue5EnNRLBsPIAtaVH+b/9prfZanmE+8wG/JITHKcxpp4RcVBEYp4hvMs/qgEkHGzs6lImEIR9LsxiGVIwpHiqO8Rd+mjCdcT1lkIpdHHnUnoUlRbDAj+cgjxhZqFA26Lf1zlEu6SFkqfuBmKRVcf/seN6/H4RudgkHcjt16yHfJIDsKZxHHX1O8fplslnsnuX8MDvy7ZobcqjfEMl186h28Hf45e8uG9d3ctpvZnAPIPlgkL0qsIOAM4sLI2dy4NY7UsZaYbIlDr/FVwB67zVid00bLu6gpubCgbZSQ4sWGlwRDp/8Wl8hGR9B13ruIRP96a/6ZjcGd2hWsxQY9coOs/RjbiHL53S9edIEf2Yyn0i5xedtBjU11ZfPxInR50spZ0JtcuwZvMVt7E0uBgRc7cla/3hRerWXTnXHWVsAIYu7IUnpLevrKnNi93YN/OcP/yoUxXFHUaGEPhcTLfpYvgrdDFnAl3bQ9NpGrZmmLJ9XVBFj+SarW7aJFbfO8puNV22x9aHdLXsXibeG53meSbTd8imNzDff4rfv7B2rX77nt46UzYesRHVD9ClbbPkU9mUPWJeV7OCIT7tbf3WzXglm6vDw0Z4/8YmgxgUUkC8yb1S1EWe2UveL5adzG71xvN62kVQYLbSjMIv0L8EMz2P6bt9S0ZmtAmdZnKsqsZd6gG0SHv3rWVrAJUerFhwxzfyyJEc801/yanegVWReGFVpxW4IkedTQ/oGd+xD0Wy78u+QHX/7kNN7X3/o5ZbXgRj4vmomkAoqL8mLu2+2WmoUTHRhMV1wfteVcOypa7qgD+j2r0RN1v8s7x98cVEfEDLmnd+z2Q88nXFapdE7U4fXbg35WUXtX0IPT6fyGbY/jWb9EG0/aU+9QtYtwFCgEABCgoaPKhgoEKEBgM4fAgxokSIDBVMpFix4MKGFztqNKgwpMiBGv9HKjyAMqXKAwBYrnyJ0qRIAAIA2LyJM6fOnTx7+vwJNKjQoUSLGj2KNKnSpUybOn0KNSrOBgAaIEBQAGsBA1sdGOAK9qvYsQYOeCU7toDatWy3il0pU2bJjQjjxg1gN2/eAwL4CvTbF6ZgmHoTCmxosaPixRMLMvb4MaHhAENDJr64YEGAzJkJeP4MmsCA0aRLmz6NOvRnzqAdaua8uXPoAapB0xb9eXTt2qh7i77tWTcB2JAzGrbMkKDxjCaXc3zs2PHj6dSrW7fOObv27Zmve2fMPTxx17HFm9cOHn337+zbu3/I/LDxi87r2zeM//5Bvfz7+/+f1378SQbSSPP/teecYsmRhJB1xwF4mF4wOWCWTYNdOJhUGm7IYYcefghiiCKOSGJRVl2llVpineWWWC2iBWNabbX11oABVARhfxbl6B9gPv6FYUwqDSjfQe9RJ52DdSkXUU9yTfSaZg4Nt1tvVl5Z2m7aeSblegvshhuYueUGHJhYplbmb7StJ9GCBL1poH7LDVgRYwceiWeei50nnp7u8ZkdZuUBGiibfh6KqJI4KlcnffeRBGmRD8r1YH08XoophHPxOGmkjCZ53XKLiTSXkTdCV6B/nUq4kgMAuBpkrCXOSmuttt6Ka666dohiiio6cFZYwcYYo1szHvsVYAPh1ZybnmYKrV3K//5FbawpBaYjSM8leuSCoEKU06okSdQda5uZeWa6pmn5pZTDBXqumPKSJm9w9Kp7721pGnrjknTKKaCqjbZpH7cGH0noeAdTB+hjCcO7cMQSA7xtRHPCGW1cF2fMccce2/XtdHfCJ1C/Czm0KkMoW2xRwB8DmRKwMlNo7Uu73oxzzjrvzHPPRDVw4lU0ykxs0WStxdWxNBpAoUIo09UvyqlG+HLV0/JV85A5Snyqd/FJhhG4JosrAESvPdTZl/Xie6aY6rULm9r1/mZblmICx/ZptfHr738Uk01pgwTLyXXhez4speGHF6pwR4g3rnjkCOqHqrebylc1gYBXzXnnfv+HvBh+DI7LrEgkBy74op7DbBawr9IMLIY+z0577bbfjntTQdOo4lexh2X00UoP71bTGH/q6OarX4r1SYMNhCG2Nk4canxvXnYq9lLfaKDZXcIrd5V5652mlhFxN7e9wqmpd91kjk8v3e9GxCimAAOYoPUMmiq55I+f3T8//S+ABPwOxULnJrJdbnkMbKADoSYyy5AqZZqSjsuOZzWVuO51rpvZzHLCktyJcIQkLKEJaRU0oS1tLAcIXtHa0itfIS1ZE2xZ8pQXF6xNq4HKGhJcWOfDvqiqcKBrjKXeRJGVWex0JwsAaKK0pXnpJl/CqWIV61Y+KplrUOFTjd3w5UX/vMHPNwB0CNUyVakEfk5OGuNfASX2P8i9kT0Pm6MdRUY5BTkLZJ1b4AP/yMCKdcSBpprasz72kti1boM8cdUJHwnJSEpykkBJIYpmCKNgDYtYwHKRWmKoQrb4LiZFspMf+xO95V3NL0JKJSk11kSJEUSP+oHTZbQXNpMxKF6egVL6xJg+27APTKzZzt3YR751oet9Y7TbcJj4MkNW0D7/KuIdBTjAayKsYdrs5uBERR/49A2Q5CwnIAV5EUnpCH+JkSYGETmhD97EkZSspz3vic8RpiiGM3xRWc7SyaJ1EoagDGXvaLYsPB5SQoGBy7WEuEP88aeV0BOMSCJKKa6V/wwjf5PMRpXYNfiIs3RlcyIBvEcc2QRTirNJjZpCYx7xjc9eLdVXM9v3zH7h0Jyf2hjIBOfNQ2UzqO3hE1GPKrWBGZE5HpULT58K1UuBzU6z3Kly8Jc9CnpuMLHLp1e/Ctaw3kyGMsTkinwXUBYKjy0FvSQmEWrK/XAPQhZ9iRD/80qTvHKVFU1lgNKISz0lZpcd1dYsRVo5Au2JlyuVqTJ9Exy3RdGx8AvjS28qHIq8M6rIMc4a0YnUPHEztH8qD2lDC1qOJmc/4rIqZ18bVTdO5Iyb3QinzHkheop1t7ztrW+bUtbhrWhYaR2uJ2fUVoMe9KPbE+cFJ0rKuv5Qr/9Xkx61RrJDVjrvoXn9F/IOVrbOdnQjiI0rUDHTWHQ1M71rgywzs4gbzMYvp0l1rTk9K7Dznla059nvexLn3wAj9ohOPSVU7Qvb1TU1dH6ba4JZxVWZ/XbCFK6whUV5XAz7Di2dbCFalJbcstKwqosi0F6uGxId/tCuGL0okE4irYXctaF71RSzUjs5ze6vsKW6JXR02iAAm429s1FfZefWxbvhdKVTlO8TVYvgc6ouW/oV8J/6ZOUsa9lrj5KU/l7rzgfztGU+fprAxAzdrFl4zWxucz1TJCNRtsgsxo1dcZNG0OTOaJQ1zBFh+mpXGgsJxtiFXopRbOjq9vXQn+P/Ho7Z8y26TJnATAKpeWWLtiQ3Vr7rW6mm36uvMM2tybRpG92cSV9HG5hjUW5ObasZ2C1fB8uyrrWsbQjl1d7vwWFGcyCdVrqKLdRAMuZpi7GbNZS4ednMbvbt4PyVrSitLB5GqyKrHW3khliGYslRfh6U7FhVNMXcVbSixx3dhzYUq2Z8NJcTAhFK/dVZ1hwk8gKbHSKDGrP6pmyR13ZZU5f6pfMTZwNbnbkq25ph3Fm4w/07MB5/Gbar9nUfgT0uXFpcJn8utIqT7eyQi3zktkIWnpFF57fMLCUZXsu2DVojTRUJ0OGOXg8/Tm6MsrKVDvXRsZv1EEa9R3vHgeY0/+mtJLxg+iFcQrJKschp+PabpmMK5pFJvSbnKpjXjbplvW3d8IeLHakS37WvEb7xaLWMdAb3NuYemGxBg5zkdK+73TU0beIxjcMyU0m286xnDHcXUzXX2nQhiuLuHp7mQRq3wEjmbjvpWD4OlmqCLK0gICvm00yOOqoJ3m+ptzddNSX45NP+sfxpfuwoZb3rvYZ5PGGv7LW0ONpRL9XKJ2lzm4v3Hwtf+LsLf/jENwrxemfW4bYOMF7R9ss1jFCJIrvmrCM0ulcZRMYHWt3W/StHw4mkkEpNgtBSmU7LGyrMtCv0nj813qY+dTAaudSZDfrBKQ4w8YudX6/vPx4jn/9Y1FR2r4Z7BVg1ZrQ/9tdGGkNSqBQtwFdzxSeBE0iBN3F8fxcjNLNzKHFyWfFyMMdn0kddcUdj1udDeXWCOWdRjsdu8VZEuPSCUWMxxYZG+hVr2/R06eV5LiU/8AdMVOc+6vJeVAdg3tZrG8dj/qeES9gYzgWACFR72qI/JmaAVXhwCIgfvvdTL/NzqASBNVOBYSiGwqd3GjYW0dcXwcJWHwiCTKN4euWFcZd9G6hdFzV44WZ9AdImh9WEfYgktlV+CidU78J5MMUaYbSDznSI8edeUHdkdJM4rTZOC3hgZceEl3iJZGZ+erRUUfgRPVVDR2iFo5gpkCdsUhVVX2j/LWPIiq0YcsdnhqOEgq3jcmwIgmi4aF3IcYEmdyz2cddyh9xXgo33Wd+yLTeYRB7BMoBYg08oeerHWJJVLpTVfk23iD64ZPPXNqhWf5WXX89VbKK4PN92QJhojv6niZvYiTx2PJoDjqNDivHYMU4YafK4XYKxcsHnivvIjxcGi/6ULMZzEs1ni73SO8lycxqoNXi1c9t1bcD4iwtJc9XXizzHTquXS+hnTYGFPXGSQ9+YRF/3HTlITOiDiFH3RJPFfjxYU1gyf0SogMV4hBMnZX9zjjfZf6ISHbQ3iT21ahVnj0FZGPUFg6jYPbfHI/joQXZmFmDYj08JlbslXMkX/5DA8hcayBUFaZBneHP36BfM4o0YRBgJsUjUB2g5B0TP02Dn1yZLFJKWpj1lM3vHERlko4vklYwIgzYmlV6Mk4PrxS6ESEydx4PrI4QvWSanR2V7tGOM+UA2iYw4KZkCRjk8GWashZRCqZnyVkqK6TfNgYC/1ypLSZoKKRhRiZqp6VUmlzSZxIE0Q20t9ElaCW0IiRICCZFEco/Sc5sPKYfrBjMV2XF04lxJhXmg0k4bGWl0CW+6JGN3GUuxJ1r9ZkwtKX+D+RqqkTajZiWj153MFCbtYnSwxpg+VZPlOJnpqWWWOV4eCYqbCZ81aBmN4TFAyYWJVJqkKTuqyZ/9Kf9J3OZCo7RJtaiVGnabKJgpKiZ3pqmKwFkzLAh0RDlgfoh+BFNSQWdiMuicEQKdbFec/AV/Jll17kdFoqYlz9RFKqleLKlkvmFFkcUl9MNOztGYU3aehKOeOQpx7FlYPyWO8ckxgzdmdIkc9FGfcKeU+elBGKJb/umkT/pse+ZCtxlnHkibsdihcaiKJCici6eHIoWc6DSXmQeDWdWcZuY0M8ZoceKMbkkemVaIwVRMljWi6UOSUWKI1zgvyHRMV+J+ogYchnJ0A1hOHaWjh0paPCoglTKjtAWkW6WmT2VgyYkRzLimD5akSrqkSgmlneqpsyNiU3pWJ0ebboU06ib/jAASkai6pSf4oEOUl0BWpnMZmbhmnBrhmWGZhwxYWkMGf6MWonlKkoQ5X7/UnfSnTAUXk4vJk+RkqIgKrUgSmX6iqJm5P4/6e2BGfodhnGjKUEgqLRGmqUvJqZ9qrue6K8EFkByGbaRaqqa6Ik2ZpXDYpWkpr9R3IesGnVkIl5RKMCzzY295pqFZaTkEnQL0qwlbL3PKJSL6RC36eepTZMkkRlkEYJLYIHXCRn/0rNHqscXBNdXKalqFrZwzrwlHg9yqoQRrsEJqsl84rvmZSOhKszVLK8FlNGeBNX9HoO8KfdHFPF1Khwwqh2oZqSCjdG8prWBqQIPkYBW3r4qy/xgKm6dEdo3iQYhRFKfa2GkrSrEserGckjqxR00Hl4Qfi7Yss3RteYOxVq3W6lQlK7fXBTg72ZFp5mcnK7TJRq7jukiMZLOBK7gb4isnBzxqZQB9wbOz+a5uFa+8qKquFDMahIdGm6W4mpF45KYOYqFXdWKI10YiOWtUQrVNx175lrV62rCoK6zvwrVW56LItD4KI7aCqLb4NY4Sl7a7OzI3RHTfpKhzi1sPGJwMNGg/tbIN2LKpurwuO32tmlsx20GDS73VC1xTCSN0RqUdaKWN+7MpGLnDqZSVO5zzloDbU6sAuzLTGjqVirdHS2xfh5x7Qrqlu7WBKZjWOHWTVf+s3Jkl68KSMziookuUjpl6Pomeuxut4ERLI/O29im88MS8qipoL+a88LsXFxwSmKelEtm8E3xo0Bsr0tuk1mvCJwwUyrU0L8IXXkEhzQd4BQk08Kp8kHsXXinC2+fB3oU5HEHAFZoom2PD5Ek/P3wu98teorcaKZmi8pJknOewOvi/7ZMayzijzmi3PZl6BeKO96HAC1wfUPjAZRvBSArCDOmLPkeHGqyCsFZVBDiRhCGMRmuH2mctfUe08aSkKMzHfZzC6kqV7cq9WnkilpR8RAuPMgZuI9ybvkmMFdyoPSadCLQwOCSkHaqO7ItSpdtY4fFkkyUbT4fE2snEJ+n/oqd8G0I2qJBmwApmk1+sozi6jmNMk2WsSjv8rdUiws/rpYAYMKLzkcH5yEJrh2qmbK1iE44cvaXpx83szDdhqsIVUNjGIjFcUECDzTPMTwdZw4M3KZ0ibn/bd9bCeJ7rfaEJNpH3HG16HRAWiKlzodXByZ28xKG8ya7bsKuxtdXZRVm0jVb0fvynvD7aTqz8o7kry7Bsjh0LprQ8J3Bry2nWy+F6VzmcNVs4c3TFmzZnr1t6E1z1OlmTn8n8zCXNxwZ5gZu0YccSYtns0oZshuPMxrS1gtFFruQMRC1Ihc11abYaxCyLbB1jJJXGMPO8xKdbRl2Stfpcvw/LxJqm/zZdK7uHmZLpNG+FpMnAC9Fq58VQptBEtZPVkZyvLKsOzVqJHNEvS8cfbNF4CEsOSK88l69yLcIfbSHInI9BUppMY9J9bcIwXYZkQWcw1L1t9dLaHM3c7IbefEpP03EH2sh5jNOw2m48bUT/Osm9GpIpa2hCXRID+xhGbbp9+abkEjdqg9qjPdrDaso29c9uo7aoY35GfLtcZ4kBRNvQurabm45m3awTBMdpnaB0rYtt/YXsRK9Hq6DGHb33GkKTq0HzJNn4OTMGQNJ+jd2Ba0mAvEIOoLiEvW2HjdiJfYYamNGNbUYeHJF57dYzzYdjDRnHabeHclJu+dmLvMUblf/VfEm14QPF+sw49W0obzONVBI/rL1pbAPbqhWKiKF/BvSOlai7kZPFqKU4SrXbI4W+uvvQIivckYvBHTzRKsjcJKiLBtZiFFXieixhIdQSESbd0x3ZnZTdNS642/2PBwksINbS4g3Yin1tkYLepXNzK64s3xwZT4OA8S3fHLnfHVHfyXjfl5oxzJnVo7ywqn1ShYge0diwm6cew+TEWm6dpLfgDO5l3NLKkmqZhqNU3fTmglXWlxeAbuTb7fnhMZZ4Ix6u0qVzRg58hcFxuwjoo1lcr3PXFvIq+Bnjyjzj1v0VNi7p6Lrd3G0swEPYhQ1KPr7Nh8znwAbUhf5z2hL/dBpu6mXGtG15JKkWUoCjt/xhRpY9EfoG1aKM4FB0iCrV5VDCJn3Z1O4z1X5aL+qrjpv7blrM5m97KK/85Goe501728WREeKXOhTTLD2a5yO4gTmdt+K2t6Lu7boJnC4G7q1DFgAQ6fM0woy0qfg5FpMO7+da6f8YbXs3PC932J1uVqbpnrvELHRY0RbtowklHfHcrc+YuUVFoa6eObMkl5vXydupnbnuGuyi1Ib45XLkOAgeWZ2RJq59nUh22QfT2wf9mA6dJzzJlhND59Uz54XV09Vu7eYcv+rkZSZvy7yYrz3S0eHMtzKew1d9luQO7ne2E45u6Lp10zFD4/Hu//SfWukqvMLSxlY9G944LqVc6cGfTRA3QZZ/NiEQOO79vnayrliZ9+C5HX5aOOiZo3TIiOW/TsrdQV9QHRETH3bTUeBV8m/CFOynnD4EhLv4Z9brWz0PXMlhnDwvj/ha3awQTCrNku0Qlm5+1efl7txGzqu6NGjmVvTBYhPpnsxMucwlrJ/mbt1Pr/pPGvX0zr3WXKCsqfXNc944cSPiu8tjv4CDNXtCh75L1OzuEZdm2ylTRS5Hbaf57N9H7KutcT6pbR7e4TZH/bVg9KLmg9u1HFt3/oR3Lq3p2MDcr/K3+9vBXYXuHb505efhzss97/PCqZBIL/BqeooURfSrav/RRCMWR9/u1O0VOgEQDgAMBODAgAOEAgkuZNjQ4UOIESVOpFjR4kWMGTVu5NjR40eQIUWOJFnSpMQGCFSuVFnA5UuYMA3EpMnS5k2cLWm6NNCzZ8IDAoQKVVBUKMMACg4sZRpUgdCmUaVODUp16VCsWJ8KSCpAQdKiYZ9+LRrA7NmkaNWuZdvW7VuwQ7dmpVvX7l2xZscGkOt2AQHABP4GJlx4wWHEiAEjDkBg7WDBh80ejhw4MVrGcDEDHtDZc2HLBDyPJl3adGfRpkEvZrtA82vYYsXepV3b9m2tsnXv5t17N1zfwYUPf0u87HDkyZUvP85cOG66c6FPp16baXX/21GrW+VO1frV7uHFJwQq3nz3odd1m4UK/mpd9+flNyXv0+fC++QRRtVvgCJC/04ScEACCzTwQAQTVHBBBhucKCWcClhpJwp3yunCmyoswD6f9gsqK4a8EkAqrObzjjvbuiLLK9m4Asutr9JCKy/YalyrOemww43Gp/Qayi/DIFstMSIHUyyys4h87EjLWnOtLckgO21Izk6zcsorV4vsyclu5M1GGHXTcUwdnTNTthfPVDM4sNZ0882xcowTzuXGzJFMPPPU0arbTEQPPj8DXYq8AzwUVL70rpqTvfba+7DE+A4Nrz8OAxyoJwAO0m/ThCyNyKBMHRR1VFJLNfVU/1RTVRUlCG1yCQENY4VVQgxrjXXDSh14D6uFuBpROxEljZTEuuJUca7ZvNILzBjLAvPZNO+k61E7xdQrLCgXo0wwwratTFvXIDsyysueLJIydNWSLIB11SXsygG0jLdKeOutV8st2eWyzS+fxdEoPQPe0TcWo2ORToQTVnjhsAqGjmGABZZ44ruoxfPPrD4Uls9ENz5PP48RrUqrF/n6FVhIqwqZv0EpxdQh/zrkdFNPH8K05lVz1nlnnnv2+ecBG2jV1VlvtfDVWpOOtdKDdh2KIF9Pfk+plb0rVtmtpP1x2bOalVEtr7n+GtrHjo2Y4t5c7DrGx8A999zFtkSXSf/HulQ3sbjbVVez1Err+zPQ7BV8cHwr47Jhon6zkWCKG8+txdsghjwryStnmCgy6XR8c84tHnM+R6tuKnTRueO05Y91Ne9X1i12li+r7ap6ZprveznmTDWlvb6XYQYVaOCDF3544osXNYGhWaLVaA2Tdl5Dpj0EcSAREx2x49Kdjm6rrvDqsevXmrtWbLLVqvtgrasVbkbNlCz3bS7h31Z++KGErcq4350X38FV+/tefGUGcY9bVGwYxznHjaVMCquN5Ry4JrQFJ3FiQmAFLYid7GVQg0w5XXmooquZhad1cokO7KZCGxHKZ3e8i1nvbvaTFXaqdw25j/FseEMc5lD/hzhEXk6WxzwKOU9pFYqe6qYHgOo16lEb9FxuhNI9uxiFfZoRX8nYVj60nC9ZAkPOFN/iPsbIL0nycxv9LtOa+6Umf4FBTeH657f/watwAjzbBAsYvgNekItJpM7CGvhAQDIngozjjR4NeUjZMVGRK+ugoaYCwtOhBzwkpJwJiZVIFKkwhgZ5oaU6uUkAzZAhNdxhKU15SlSmskBCS96EJATEmAhRlkWTCdOaRskfYW+Jgzqh1PxEG6N8BZjYAh/YyLI2EZFFmVfEIrvOkjiJoWk3yiomXNq1LjOO0YxGyqaT/qK3tRDGXd3i3xtJgz/B4UtfcSnWegyYNkTGc3tv/+oj+vw4z0BOLoFblGc//Um6RQZUUAYJIX32A0qOaewueuHY9VKWye5AEpQcClVFc5epTdoHIqJUZUc9+lGQfpSVrXQVLGk1SyHuxJa6giZWLDk6X6oOWFKRqXjwQs3beHFGx1lW1lp0RWaSDVnRXA/ibvTF+GUGSkXS1za/Kca7qbMtgWmNttxoTsAVJp1a8tEf0VSc5/wTkXMyE54k572E2bOQYmVrWzeXvZoK1GOb5A8o4wrT9NzUlyODii4PFUP7yFCjBPFkC3XXKYJWKqSLZWxjHbvDkQ4Rlih9Hk1W6oAJbi0AwHrK6iRVm65FcS/sIZ87u2pHagbzdWTLbP/ATEtaMO1LqVGVG7nM5VRwTlWqZPOW/rA6GnlZyY2CMVnkvro25bhVj2SFXB7zpEASlnVHaq2TVqhbR+VmV7vUgetd5frXGPLSrh7EK240dp0lAvRE49ldYENJUZvZUr6DfWx97Xtf/JqKlZW9Fawoy9+YRM9zbCORUUSo3vM0MLSV5AtbgLrMGVGujj5tJvpci62gqo187dsXbYOUr6ZCtUZC6laHYYM3ev0WjoETLv8WM53XXkuC2N3uIAXJOZ9Wd4HIaWBra/zj7TbRryEj73clJcNIFmq8RRYyHzGnMvco0bMRbW+uOKlY/MxXy/TNb5e9/GUwfwR5QpNshf7/O0uV5mpXxSWdQ22K4NV5b8EkKxlOkQvFFbVTLllrZoOvZVbFhVanbcvtUof0VNyaOLZGghbegBsvFQNXq3HM6hzZbJvf/GutQK7gmSzoHD3N+GGcJrVYoZwxRrZsU0YmMmIjuWQPOrQuMkZLx1qH3pleZ8h1ndmWuXypAPna12EmdrGNfewEjDmlr4TJmVGqUlx16D3PBNguE/wrR8ZZtE52aZ2LqcCINSx9Eg4qHo/ZpsydzVnQDVu2msThAG5zMrO1kbjOWG8mRdp/LF5xaFZzaa+GNZkDLPU+kxNPOcHzwvoseMPdirFGOWqvkwLK7qziXVbTlK5KXnJ56eIW/0j1deKjwyt7OSVs+GYZ5Vs+dstd/vLHjnloJHV2zSdES57YR9cxiuJ5YYprqJCnRNPy+PZoExeer+hYmGvpw7ClYXPPeccEJybYgBQkpJK4xPfus25L/CwS63tKbJwXpEUDGi6hHeABhyeNHd64G4t101x0+9vt/taKSfKScKZyxVf9wYybDtYd1zUu1cZM6Zx318Paq+pkSruV/1rlkU85zC1/ecznUOb7HSnNbX5my0q729B9GJs1ph8UFh47zTlYwcTNnnEbV4rAeQsfCc521VY9W7dVe9bnSO+uV7VbI/Y3pcW+P/zF213rqs5wfHx3uMf9nxSEfvUbrh2fj/88zvOpqV15jfHAD368KFPW6IEa8l1xULzrVfUKKY9lmOXu/TjLfP3tf3+dbb7zkf08Tshc5lryiUcJJsNTsI8TgL8jEYWiOzkxGEDDMBipPem4vWECGB7hl3ACDH0hJ+LKOq0ro64rtCTBujTSquPrN85IMdawumdaPed7PutbuORSrtiLQRtsnIZ6qMCjMo4DGULpQY7bwUIZQvEbP9XjuSfasCfqq8IzKEMxFEfJqPmDP2DzJPlbuUvBPy3cQi50kGTbPzD8v/57ttCTGdFiFHLbGgZDQJDpJZELNetyrXa6o6NqC9uTFq3ZIgi0JnNpDMtQKhOjm63jukb7Q7f/IMES9K0TRL7A+boIc5F0Cyt+ukH1mcG2yhpKzEQEEsK5+j5CsTgg/K4fLMKNI788Y5vVIjjt4aDygEJsm6iDmEJSIqwrlEX660JczEVdFLMvDMP9GkMyDDA1cxpUZDpqMpnTUhs2ZLKSe647qUGnm8NzWxyHaT0n2jY645u6+Qt2cZsORCMtYSpFGzEhGUezCBJzHCeyW8Q2Qju0OxxodDqCoT5NbD7pqkd8zEdOJLJHCi/aESiJIkXvc0PrQsXXIT3WSZRXS78ehEVbpCFbrLxdnEiKrEiKSDb9E0NgRLM04xCWkrCeKi62wQtGCUJcI7+JqTt7PDr0AataU7eE/wOmPVstZ1q+c7ytp9JAb+otcAm+yXBEd/vDdKSbNmJHRtySnpQ6GSwkcMtHF+wXfplEp5zKu9vHVNM4gcy2VgvIrCzF2GmWKyKKFswYSHk1Iwq6/nA1l3lIwopIibRIuIxLuMTI/dtIyqIQATsZBmvBLuG2H+ksN9w7IKvB4/o2sEkiChwYmmyMQJy3MdJAqvILFKutdKy34dNGw5BMISk7o4S0NupDB7OxaaLKSizMqIxH0kxN5bLKgQI/JwQQgezE9hsvGBK/HBTLsekLdkoks9yP9nivIlpLWZw8t7xFuTxO5NTCXvxFlEoJzwvGAAwsXiJGY9qpYYo47Yumav8cK93TDMRUyetkpncbo3UaQceITM2cH6bqM3vDN6G8m95qx87sm29sC9SUR4VTTRgLNBkDT/38T3lqQtb0kzb8oK40yb+aTYJKLN05LPf6x1CEuIMcSxcZKqILIUL5zSuTr9pxy7YsTo5KThEd0ctbTo2UJea0ObwcRrzaKdUymTz7uK2wNvLbpYSMRolBQ9krN/tEFgKsp6BitBOLEg4TsRAUQWt6x3n7Jv1ZR3bEn8rU0VBzLgCtwH6hxyrN0n4aUGFJMgOFzcGLUO47KJdhoQ3l0L9zzaILqgmEIoNR0NNByzMNTsEqzlGyHcMaNhLdUz61PLpMUSGqy5qDnuj/0RRq+TZxwxq7WDtUY0gpEyspxTTcxKPMuk/dxAzKQCpMRVL4JESftBuwe8dweRd+M0pSjVJGjUQs1VJp5DFWfdVD4tIuXUiWScswbUg19UQWej8vvbYJqibKyQ44/UEO2jLIGzY9VbmLer8+bVZnJbblnCVfdLalWSkDsBgvSpaecphU/U1fladu/aMNO6o58UtM0y1N1aZFQ1JU/dSg9MbV6ExJIzudrL2UHE1YFa0XzFd+3URZBS+ZSUBWVMuuZEas7NApBFMlUz+IO0alXMK8G9g4HZE5vaxes1P8yMI8Rbln7ViPva8/bU4wHFRCtSWngAtrVItgbVRB6Sf//wSmcbXDxIwcr7MmtqhPd81ZciQxnkwxeTVB1Cg0yYi+me3X65JKo+3XJtuOf/0rj0xAruSkgiXWi7tYWwRTD3LNYrkRByRLvRxWllqKlXM/PdUyicDCEP1YtV1bVIrWmzjRleg8BJDbuB3ZkirZSnEKHkWuvnhGohuWXkJJh6si4NjOPrrZugGTwtBZxuVDQQwuzzRVfqNMzAhX9UlazM3cf2paAmUKOiVT0A2lqTVYid3Vqy0o8IuiR+wTiStdoWPDsT1WZqVCWqxFlmNb3M3dtgUAmatbuvXduYWQyPJFQDWavLzUw8QNN9U+lBTMPFlac3VBGeFRJCyT4EOXv/9JXK9rV97i3p38QKCV13YE2q8DJ809X1adJHzkXE06KCtbssOa2qpFWLdsQxC6zUm1XFTTS6lJstitMhDdKNu1pYEoAN09YAQ2nmTj3eFtAIaAW5Ii3t+9OSJimsIrXNCSlvewGvx9Xq+NmqWkPUtF3tdQNJ4ErnQ8O+3NWe9dqscNX/EdX3rhFnDRlkhFXxzWR+dlK+i1DuZl39cEztocXVI82DoF0abRSpIbMGfhriXuR2JFOSkczlnM2CqcrwTOYi0GngTgXRMVmi5+4OecW5WQ4AnWiY582gFcTArdjsXr4Ivx2hHWK/50Uesdm0MMxHhd3EOcl8YF1e4tHEX/jGEZps/hE9I5zmFFJjUUuUEoA2LBo5n6GLz4JWKyBVHRzdUowinW9SXmXbWKRdNLHs4sPFuz3WJUTmVVCeMvboAwJgi4zQkzPmNXKsO8dRoY2RG+uBNf1R4PHjoM0is7MkyEbL4SXkHzPDRkFr4WbrTY8jB04kwsedLJLTFx0t9FzmaHg+O3g2TzOLkGrWRLHl0kDlglFtw47BOfMzkQojzACmCLassrJmBVrmd7PhX9W2AGHmPfneVYxlsrexSQu5qskDpEiThf5i6JWcB03jOx+dHVS0K4eDfJEFXvrdfGBT6bXdJ4LUpCRkEoFcrITGRtLum2Okl0vj5v/mZb/83kcR7ncjZnTRbm1FtnE5k/2S3n+Jtn2r1nn/7pBFlOVu6hQPVn/lMegA5Yaik3PTu6lzqwotuTaXlDH2ZCX35GHtkzOzlm4mKMzISWZa6menOSRQuxcjK+j55cIfVDxyBpk35rf3ripe1hHl5pdu7Ql77YIozpw5pOwKXr73jjS/oQGHJn+tVpK47nKwQ2oG5sxy4Q5NHngeDnfp5lH6rg4+VR1zA6p35qlG5kD04vIbOYvz5AfBK3lw1WNl4S1vBqnOWtFVYAANDs29pUVDXHKBHkj7aXRkzKs9BAuA7ubY4d6LPriMJV3slr033QnObr2pypvXpeGsW1uMqYDv+RRSHma4pIOeN8bO/+7o3AyIUg6loxakBF6jTmkKlpN2f6uBt+IuIaOb6Laje2NqJj2YTqMThczA4bl6fqRp0Ni9m2H/XsxrBOzyWdTHplI7SOXPHdY+DbbOGecBxMaAxSQE5DZ+PWVQBW7lB+2uV2btL9OQuXNUw6L980qJJrGefW7u2WPPCOcRn3CLp0HvOOZTSOTjVLpqrqHjbOKz9MCuIWFvPCnv29nl+iaVV1FnDCG3EB8AAXAOrRbANPu2/a2XDJ8hem193OknAEp+qlcDG/GOK+cOcFbEMa7A33u6gF5yG2ZGE74hY3VOzTcAEdmQWs8yIjVqxY0DlH4or/eMsZH3RClwjx9mLyvpAbf05b9kjtYZt2WaYM00vRYA/OmlEin2oTl++E/Cwck+im6lTFyO1mjsC4QCL+HozyxCIzKifU6PIWE1UvGXNa/5yGnQ6C1K7p3nBPBNvDFmeBpNPa/HM1XnH0YtnFg7OsbcP0+HBin8KJ6OlCn3ZqJ4jItnZlSxrzxpD0DqxrPdTf7tHZA8ylCHKpeSJhSqhvFbkNfjPt01o0H5PNyK0iqa3X9pe8eBqH1SZPbTQyEmSf9RvhErsvN7HUrnWqjPeAcfc9SemT/mFvdjzktqv3ndrL+oln9/Zzpm+G3Lv4kNOqiKSgy3hAj3YYr3aUJ/RD/7d2HLcJo7aVFc3bbHSmcQSY7lnYxrD06yiu2CHydj+wZk9T0EYbtblMUdebUnfROkIiFnGSA3dmIqFhqdftaT4nJ420IXEwt0Z4Gxx6ivEsJ8a+DOf1IO5KECdnkp+vtGR4wXaa7FvGsG1IVUt7xN6ok095vI/xlR+IXrRxf4b5mP+JNa5JDM4K8jB3X+aTqoH4JuK4Smb752r6c3z6EEv6MJEWVN/3zXBX23rhnn31sVMj32pwAFJh9Pwzrq/SXkZyTv+OBFN4T9707FrzNrd45i5Yuld7gc3BXv45kHlFD3H23GfWiBD0vD/+77728d68CHlbM+Z2gGYpO8zljP+5ssYYgM32HPYLPIoV4la8dbPKovHcG05llmTU92G2H52Fm60jX8AReLMT/YAnHEOmt63/4NSXatUTGCaK2IMOe4A4cEAAwYIGDyJMqHAhQ4QCH0KMKHEiRYoOKkZ0oHEjx44eHRgIaeAjSY4iT5bU+DDlxpMuX8KMKXMmSpEcMQ4siFHAQ4YHPgrUOBKkS6I0jyJNihQA06ZOmb58KnUq1apWr2LNqnUr165ev4INK3Ys2bJmz6JNq3Yt27ZTG8BNILepXLgNEOBFUGAv3wJ5EdgNLPju37x9D/OtmTMA48YHGROIvCCAw5MCFkRmzLOnTpxBb3oOXfHiT5k3Ce7/bMhQgcHGjTETWDDZNePZtG/jzt1YAWPWBwEU5B1AgXDdxo8blx1ANnPZmZnHJjBg+gDpka9jp169Onbr2r+DBx95+nXbromrTo8652b26t/Djy9/Pv35qeuvF62/osP9nNUL1J57+BHok38HjsaSgimZ5tFQKAn1UkqfLThUS0phmGFHOBmkX0IrrUSSQEVlWKKJSlHl0l5usdiiiy/CGKOMM9JYo403vphAYHMBIJeOhOlVgAGI+ZXXYIEV9heRRIZE1GKOoSaAa9jNxpNRIR0QQGaaRWSQbwJSuJlKB+bXk0SkwTSihTntt56bXn5ZEG7M5WYecnf2JlxBwAEH/2dveAIaaG2wPbdcdON1lyiiinYXnqPfdUcnbnES6N5/BRp4KaabchpfaPUhGKqmocJHUaengikqgguy+lGDJkEIa0wehdiqgyfiKuGY/JXpWX9BUUgrQVfmWqyxVgk5JI7LMtuss89CG6200+L4Y1w81mVYsskOuZeRR8KVpJJLIjbUQLwdFOCghMa2gAAxSakcZRIF16tJtSKYapmynqSmuWJelGqXb/LkJWUGC2qnoLkRxxp6AjCFUHELU4wcu5NNxqjGizL6qMfaKYrxbQ+fGiCq6Zp6ssqbqiqfqi+/XCq9ntpnH8wH2przhSeCZFJHNtF6k87GEm0haRN15v+rTu3lJ+JApRUdda5V8UWt1VdjnbXWW3PddVY/AnZtXYQl1m1IfX07mLjjkntYk+yZSRBvszl33QHwLucYsCZ3WCuxoHkosJWwEttkUQ+9nWCASBMEZXAVQz5ywwj1+fhuE+tG3OUNc675wlRmfOjGo3e83ceQJqrwcJRW+nTBKyu9suw2tzxgpjfj3qZCcPOqWsq+2/563wLnbhFLsUYIU/JRXyhUzn5XKLWJgM/c6+9MJx3sRitJ332JBUgF/opek1+++eejn776bxEGLl5lD9ktX3+pvXaQbS85Uk4cIQzZdZTF5ADF4YkBSuOA/vxsVrtS2pmeJit/mSYoQCv/IETS9JOjyU0zTNNT5xbGOYatbnOTa4ieBNCwSXUuhSr0nKCwkzfSMapuMDwd6iJlKNtUqWSwC9zsevgh4sFsIcUbYr6E96HFbQZAsevbp6xHxASVBFc78x7QnKez41ExKT3b3vX4pq/hOXFXU8wiGU8CAPGN7ylpXB8b2+jGN8IxjmMBW9gEoy1una1bhbGL/e6IPyYF7G76k9vEqBQAQRZFTxdEickMiCWoKZBXZhrNg0QCwVkRME3DkhAiNWJC1wiocXHizQmPs8IOnpCFJnTYbyQ2ylLm6ZQqXCULAdWcxogOhpIpD7tKR0Pu2PB/mImlD1tXxGKW7ImfUiYz/3nokKWhTIhMFA0Qm6kqBpXRe1fEYjaVR6veLe1MAYuS8TZUuG5iaC9mgwmRmAK+8L1TjvKcJz3rac+tWStt4dKWSBLjrT328X5/JJf+BDkQ3KTOSi8pCL8KcEmJzISLM2uk8SyoInVasjR9mWBSznWwnrkOIRrsIG1kucJVSgmUv6kcCVlo0hTC6YMLg05zJCPDjfVSY78kT6Qudh6SIdNlpOohRJIIJiN6cZrWXCpTj1mm3QWvmk1lavTQ2T0rtsqqWnQa47KXkaNRkpFaxdVAEXNGqsXznmpdK1vb6lazWAtIdnwfRhETUHGVFX8UDElKb5PT4WimX5ssoJAS8/8ujGJpsLO6jxNDRBMmGS5/Z4Ps4RTaL9Kk56VANaFqHAcxlnJWIR/kHCFPKbHG/WmmzXHOanNqyEQB8zo7DVmiShpU+gTxZC2T6lR769vrGRVlRVXqb0NzkQ1pryTQi+JYpYZVB50ziz2rCYmqCFawDgyajVQJdoPV3KLltZ1Tqdpby2ve86KXrfncZ/0Eepi7Jim8bRNsX2nDrtow5kqWkl9dE7M/pFBvQMnlFzvddhKC8tdtiBVSdM2lKdF2jkADJAhoM0vamEaYIbuhWGs7DJ1d8tK1sZUODWNIKDtt9rbAi1nBQoqfIBY3xjIG5xGz69UZixMoF9zmzxr8Xeb/EfjHhpOQ0RZoY6Wuh7sZ2fFxhUxW+aaVKmtML5WrbOUra21sSArXXN1bJPgWBsrzPWB9B5VLyQBQsL65m4L9e0maKLlLwCKJTBA8WTGDxM6xGu57WDcfDUpFPX4Ojm9SnBCHRa61y8FYh8sDW55mp8SkQ/GgVQzVmHVVZjjeNKdzd2kbd7qBPD6ej50svVJrdXm6CnD1OkO8bzIZNag29UXFTN7xYjnXut41r2sUVzt22S9f3iOQAuotW/NlnHPSWJot2aEEFzYxqoYz9Ugjq+nWWbLI3suIJFsUI/uwTyytcGhXs5qHVfogmqtlovGbt3V9WLaQblR4SDxiKv1P/3IjtHSNl/rMG4c64KKy9va6q0wjVpO3Mh41N2nt8FTzyyjIZSzAB7zkzkz74dDedpR77fGPgzzkZNHytdqHpPetjY9gXlt4VYJa2mhsMog0QIfy3Gb4acjayY0oscqqFy/r9c6ULSAXgxpoCEsYpi2VaeQs1trskNiXjoIhwy5cbn7/NpQKFzjXMdKqrgec4bfSONnRedyvQ0SioyrnxEHkQEhqPNocN6vI6273u+PdKT7au5Z/bb+Tr7yPQX9kmf3n6MywWUikZM3M/Tm/ssE9ot7dqtAdb1e6kgvzfUk8ZcUUVVSJuyki7U0GF4KedNNy3+dmd9N1Q7ebbuyXMf90YUmVXsLbgj33uv8qj3e/cLGPsezCp+J1FZTcTHtdxxOdtVXn/sez5j360p++lflu/b13OfDaV9L9/Kg/dOEXNri8jgD60tdM3jkkYRbS05SyM+YfuFwbL9Kx5f5PzW/L200CK/Y4FWhyb44GyQ2hWZ0rnZTppVDrWcyi6ZK8Td2koZAK0UbqgcrnbZ3vYWAzAR9XZSBVbVORwZ9INMXwaRxRSNytGJk4LReriYZymcrMmZr9OV/V9AX12eAN4qBa7R0DXJ+PtNf2AaFhcF+y+IZfjV9kKID8nF/8uMRPfBlcCAlq8EwI9pOBvdeXFUkBDQldxZewzRcjTdSRzQf/ABwAuYVWSRHT6sySAcqSaqQS5iigfX2YaynKo0ya6ogQuymdzUBTY3XgHz7RBhofII7GNTHc/mWcTACAASwiIwpfIkKcz4Dgv+zNRJwdrCWZweVY24WVw80g/uRgKIriKMpRD/pdEKIiy3HbAV3OlLiQ/NCcZtDfZPGEsMVFAxQAmcHgOuFRFaVT5anTFcaXRgyb/Qxe4gxMpgmVBWbQhuWJGpoWAWoWArJeHMohTdGh1M1bzOFhHgJW7RmaMRGiwNnKzQiiCbLEOKrgT6zKBx5LIzpi2UGiVbFKUe3YJopIzald8rGgJT7cJ4LiGU0ZKRJkQRrktFzfD6biQmre/0hIiUAwIAFoCfn1BZkZQB3tBS4SBJYUgA8y2CJ9Ya5s1M0VI9uUJF5NVvwglk3ojpdcnTQJGgidFFBpluqxYTVa46LFWwOOB8jcYeYsHnIsHuopkTqGGvCxo2ecowJxICAS3FPqxyESDTxCBdnNo9l1F3dhkAM1CcZdCawpH05wokWUHUCK2UGiZVqqZYz0YPYxJEMamAO8hkQaSmSU3+a9CwLwHS6OxF7ppY/oRfxtFCxuy4G9RC/yV/w5ANoY40kmySBR17e1JAGKVnBZGBz+VE2uUAiRHjXCUk5eYzaSzr3FnHEw3Z3YJO0YZYxp5Tm6ZsN501iCnc54HZOR2v9VRpRpMGIjjmAJUuFVtSY6jsmtPI0EVdF2TYhYyqaA/CYZmSWyrWV0Sud0jpz1AV6YveX2bR4isccREsBd9gVrdGQD+Ei0FZAAOMBflqdghtc6pZ/ZGJglMWYqFsDrYMlFfFsK0tgqDcehKcCDnZtQamYCplZneqZwYKYCrhZPzlDqmCZJoSZRNsRq/pat9GVsvmbOAFhYcp3Y2aaGGsu0LQ9VyqOpMYhWUhfirBoXnSCHWgRj4WY3PefcUWeN2uiNUoV1ho0qOmZ2NuZ5dmcz1k0AJNhG6ohHBgl+qmcC8CDQlRUwWt5gMtJ8oiLNSSF+rtpk1hehEVL/uSFORuD/gDqjZoRj6p1mHIpMTTFoAypHN0IonpSpplGoNWXVVmVoVfEcrHXoncJmiPaYrPAmCX6XC/rLOWFpzjWlqDCUJ84ox+Hoo0LqdOrojq4flfqosTlk4RleZixmRVJGR9aFXATJSPgFDzLAqZ4qH31iYvrT26DnFgZUsbGcFtpEJGmpSsGJly6dBw0ogorQ6n1m63lYu6wpm8pLmPJqnJbKBc5pVH6oq0gRn2JTnsrmjElrnxINq8RjVQpqNyWncZbRPhJXE70qrTXqtuFFpKrrupJiDxqJSRIJXvVoEJbNJ92Gd1RHEh6GlKTn2CQAXW0hk6LqwMrF44kZlBoYm2zh/7yqXB3x04omD5nICa5Gk6AFK5zWpJkeoH8SaNM9nejQVMyt6bGC42cmaMkmU7Oao7ZmK49BCAhKIrXpKadZ6NAkkHRFT6B2q7cSaowWy5gIlx96xpA117lyXF6wa9Iq7fS1paw6KWNe3qWOqpVuqnWMxwJwnpBQRr/e4nsJ7MCC7c8dLMJu1AExnh4xLHsFps2tpINV631gzq8A65sGSq+eaQGqmwRCzoLiW7t8bC6JZmmWLN0KqLLKKRFpou7hadFckcy2BPMR6ibmjs6lnYJALHM1V52S6M6Gq998aDZhECmFknFR0CIJmdGi618s7eqyrseZopb9nB+Fl9QKFP/VTiRsEYC+ml9B8AUUEoVfMOnXgm2qou55isn9ERte8FG40NwBQJaR7WMh8g0cThPHEi7FtOFmDu6BgqnT0SFmPJ0Mga+aps7G6JveYqzhvocyJe5sWi7Pugrkjt2GjhrMqN20vsr7mWhVbS7nZtEKBt+pJeWviEZZoi6yiUvrKvACV9nr5hMWIvCllm3BaElsTYe7JBiQ9iX7sRlgCKyODG+T1p9ZWmkF/R24QCGpeiFG8QfpcgZmfgmfodT1Nt1MEijm7CGGde9x7GTqeNiJ0UkP+23IKIxJAQreVuAQmZN+dtriQpyfYoiHGiLLbugjwiY87mxdadOA+SyutJr/fzRnGR2wraku0jLwGaPxWiWkB+cTvKbuWwqbQ94u1H0ntLWf0ehRXXjL8P4rlKXk/KmTmuTZCaMwFzbk79jjmTibvd7GU7VGx4ImNBYaDcdSiqFvwsCeDwcxo7XLu73GsDro+WqvKSExbilxOjYxFfvvrExP/Q6cKq+y4wYfFgtq2yLmUQSwz9zs/4KafnTrGMtXYTBFuqZxMRtzHLVlHe2T7M4dXApbllRtd3wqYkAQYASmX9yFkPwlwT6t/h3m0A1yygkGACjk+7SvcE2ESFhOI2udDkfy4EJy1VlyPOMJ+ZoYydZGJ7uefR0ebJiHZpFyaiYx7gxiKjtxLPtp/++1IO9hK0LDGUxwq0Pf8kOvaK0GsHMdENLsRxhnEzDn1do4BQIc80iTdPpYZza7ZTeTMb2OapYAsSEdltsg0hO+5zZzs8HqFbB8s/zpkbjcxTgXcl5YKfGkixOhBCMvmgYBKD2DphHbFzje5A7XSSZr8rLtrfiRrGZ+4/aK4yl/68JxMbQ69KlZSH4qV/teUOXC8liXCC2zdSs/NEcD2N2cXSL7Mgl69B8FVFOIdEn79V9n2b8qMy5ic8PiX9lk3tMuZBTW5XNIygIoQKcexu8OG18eGFyArajKV+k61sbdGculDTmjMPPqYnGuncC8BDR/8sHoqjRerDXKUuGyzv8l3wnf3nOd0CWHjS+lfQlAS7KETigzoV1xWehbZy4qQ1HjGndbR/RyR7FcSw+TJRVZ7h/RjGQePVleLwmYAXZ3eze1jI3ycl/2UdZ2VyryAiH7hV9ue/IhQVbvvmsv7oXw6shh4w9m5Qcw9pFc/XQDiHY2D3YKl/D1HM1eQR63TQydEMzcvjbkxLaAHigmC3GIdaOw6mRm6nDGdrVXF3SFRg90OzeifjVDK3eIJ4Vbmzi1DZ/L9RuI77SefY92+wUABOF32/iNV0u2dJ81u+V7W6q80qd6y0ubbgljZDAeYbPyWnYV0rewqbTbsLgUJljKactg/3fsDkYgWyJRbCT/BRnFdsbPOit4UjE4JR/xKfnVP1famXqvPYPOMIFmEEsOhGn4i7GvQnvg+6Y4PS6IWgPfnh+FzkpN/kw0Pe6iw/Gf9bh4FT5pjMs4enN3uvY1jlN6pbNIeM+Pkl+nz9FupcZigeIGfzWZ0CGJOkVIA4AtsiXWvHx5phPbMg/GlfPFryWLPzpbrfHFQyRLnhmAaygHXdMHUwvKgz8onTf4VP8t6NiUNdYN3WTmoL0Uptw5w+U5/gI6/F4r5l57VFDRMQ7qof+Y23FGOkfNYOZVUjw6Y9L4XieJpbv7u69FeL/6puu1dgIhBfVn/xh5Raqo2dRRH1NQRqa6rS0yBEH6/2jbxVyoKvD2yHqatmVhd5p0C5q4DWVMYFfWB5sP+ygXu2cGyg/3EjYye6GIcplL+7RLcfE85YlueyRmu7W3vBlZd6OnmlgJmfPIWUV0e/61p9wBsnZL+l3597rTOLwb/dGPXLEhr2E/eeC9l/YliwC+nOaAJwejnzZbSwJw8B4PbDeL7fMeDWVXNsKTJ4+Q5/uQZ480fK0H1/w1oUZx8Ewni5SgVmkA6GXWMG3L89x+PMiD77KPfGx0PO4hLrbWo/2CaMzz+RIX94UKJzYt+s6ieEzccnsetwmC+/cwofsF0qUsTuYPero/ZxkLM9IGBlMM/aQj/eqzPlbUN+bRz/8y27err9zT1z7Gt8Z5xDS3QFIuFoAd7dVFNvnPB51JzOdg8B1dPIVgp73Zc5sM58+7FJTp4nfVWxJjCFI7w8exR6iwzzmwqtYPg06cDz7hT662x3Xk+jk71rXLKj5WTlydEi2GblEXh/jkX1S2eXuqCZKL8zQuA8QBAQIFDDRYcCDBAwYYNnT4EGJEiQwLVLR4EWNGjRs5dvSoEUHIkABEliTZoAEAlCgBtCTpEmZMmTNp1rR5E2dOnTt59vT5E2hQoUOJFjV6FGlSpUuZNi2KskBJqSEbSO04FWtJjFmnVkRgwAHBhAgDlFUgQIEBjQ8XIliJEuwBrwkY1K1bQO3/Vq8IPDp0kHev25UJCCeAWdhwS8OFUyIGUJHhAcliAVcMW3DyZAeb40pGWBnyQoYJM5cWixA1WgWry7Z2/Rp2gNWzaceOnRp3wdm2edte8HsBgQEDCBD4HaD4gt7LCSynnRt6dOnRTVe3Xn1zdu1/J3YHux189gPhyZc37x19evXr2bd33xC8ZPPaJXKuH/59fv37IQLojteiiT6CjD/+uNuPo4nGa8gzyRSQLbe/DuQPL4okGhDDDDUcECuSpmJJpZoQeMmpEk08EcUUVVyRxRZdfBHGGHOqiiuuOKoxq4tw7AovAQKYzKwAUEtrI78MQCCBt/BywCK67GKAr4y6/4qyyIZ0pGowxwBIICTECFPsy5UKSOmxyMb77CKBFLKus9N0W6jC0Ui7zk3cdluON9r0xNOs6VR7kM9AAwiuuOQKLVTQsghtzrbn/HwUUszonNS08gpkaL5MNT3v0k49/VS9+b7bztPsQD2104r8g6hK7/pCFVZWO4Kowci28+wgzC5N0EIrQdsQ2GBv3NGknUaSEdlklV2W2WadfRbaZpNEiViRhq02pCuxhWyguFxDiKCtonQoqmmhIheBJxPQFqsBrbSopCxR+pLLArz80qWqqrJyVbDMtOiv1CidLDVA4YNw4DqHZC1R1/SsLVA/72yYuUMtRlTQQ5WDzdFIPf+mLuGByft005JNjhXllN+7FTyVJ1QZZgE3RO+jmP8jMD0NHZJvQc20a7BWBHWmSNiijWY3K5eoipbppp1+GuqopZ66xSTjpbbGjbDNFt5t8ZIPUx/PAlegvKgcl2jB4KoMSQboIgxpq6hcizttqW2AMLwZG9PLt2j8ityMJLvIgFzJptNOQM0ae87rpJu44YchxvNRhinuzbjfkgMOY9kmb23R5F57+ONHM8Mt5JDxI9nk1i21GfbYMRVV9tphLuCxDHOe1fa1/vuV94fCUiisn9UMWj9hgT+aeXG3PjYmMlV6S0Sqrb8e++y13557n/z2O2utt+Xr+dBEE6gsScH/jYprr95V+2yq7s3773bnzug7tqXS+14kGXurfYHLXUUmQzhcoc5xC3MYWg4nn+GdbjqQC5TkLIcnxkWngpeLTeY4B5zgbOxhQULOxTa2uAuWbjrWkVTqREYqVLluZLODz4HsYzsbgoo7m7rhDj0FGd2th1coe9ny4nShBPlOeLgazwM3wzOwAbF5UZRi3J7Hku99bybS694WudhFL34RjCey2hXrlyOvBOZ55StA2UazGsw4QFLsmxtfKAK/+8lvfn8ro7V4ByA0jol/fUPMHgP0ENwZEDAKa2B1Cqa40Z3FgeKB4OMk6BwKTrByGdSgaxjlwc2V0ISw0VhwHOZG/xT6iYWpxI4LYdU6Hr5yh/EZXsswBcsCFRJ2Q4MiEmP2Kln5rlVJdGBmZlm8IdJsisk0WhqzQkYytsRvHgrjNKlZTWtec4vmuiKWzChHZqoRjgJQi9i6ZQCw6eWMXtEXVeIXSC9layXtOqLzojIvxuSRa3yUVQDlEpUCpBBxjWxNxyLZxElGUJN5umRvTJlJR26Sk6Ari3EGBUrPKQ5QokMOKE94SpCpEqS0dFkMbVlS291qPEvMlAxHZVIj4vJ2PyxiRPqCM5XpknAwzYvwvHMZgsySpjoNnDKJCqxvfsiZV5we9UKETac+FapRlaqK/pdUMx41jV8TAJMKEM5yDv9VSlGi0TqvNi88MkZtAGxfhrIlmP/dC2tdg8wQ/RmgAAFNYJPKDcNmg5qCGvSAEqtkbBbK0I5iMKEQtWhFF/u5QRWnNRRdnEfVh0CQqpKkMMuhSzlbOxhmtrPvwp/NgrU7ouFvprKiEBGDtx7JeEcsQnptUIUq2qLe9ipYxUpSsahUaE4VuMEV7nCJexj6OVO3yb1IWABzGa76UHy7bSbW5te3ePqRrSKJZ5cGaa74CdWuoz3eafS6Vz359a+AVSR0BlvKvrbXhIdlb2I3udjjDDSEnGTUY0soX9Mx8rKpXGloCVxgA31WpARu7XtSS9vwnjaYu7PpzSa8S9YGcT3/QBUNRC7jo4HQtUpFxO2I5Zrc3fK2t9Es7opZ3GIXc9G6AByrib9JuL+8KqxZK6O+7Fnde1ILuhrSblXKVZe8Tat9a51wTg140MYxMnF9PVx4SuMx+l40vwr9GHwh2qjnOPY19/Vc6QJcZmIO2MBpVnN7EFzDzrqLPbxUC7l+RTTbhri2tqUw4dzDZ2DBFlzcKU1EOvygr0IYIw4m8TJpnEYUK9W3L5b0pCldaWW57bgyxlqjt7bc566lQnVFYxX95uOq3i+7VKkI3ox83HzyUaciLiKUV6jCKDd0TvFxsmAfit8se9m/CHHjnrocSiwPtJFcLiWZzXzZk60Z2tFe/xmaTaq8l0qxV4ZUXk5dlej2jFZnRcxhSn2Uvq1+Z7YcFtgv57no5nF6a48uNb2op0VL3xvf+da3UVq9zT22FdbeVO5ciWjOG4OEKw0YdWCyZOrtonpWXWurkzD9cB4RnKZ+eaBpas1x81pWpZLcNSUnRkEwuzfYuuFrl0mHa1wvrNd5YnazMatDad8c5xmeoamqHUVtY3vPRpNwhVV75z8T+jIiHNswnyg8Y4KYz0Z3N6PhjSN5z7u6eJNJYvbdda9//esVJ6M8tUJFZhayI8y9Vo7sFy9T/6/scJZ4l9TFTj7GvcH1uezHzizykSPW5IUl7HnNq2xBEb50V/6Wx//MjFLVuTLnkc+25AtM1AsfTWbMMy3RAwdWa+8stod9IlC787LRSn3qwqq61eXd3bdzHeyxl/3sKd3qqm464GvHaoKei+i5J3eP7rS4n4E5d4q7rZ5lxzvnNb73wuem7xsnmJUDLzlLVl/xkXt54q8MKFR2fFLS95l5ruM6yp9/zr5CPyxTj+0GT9FVdpaZ5z/vVbIIqSDDQ83qOJxu36O9/Y5m9ViPt17PS2gPARNQAYvLLmLs4j5i4KDrgXYqx45q1PDOf9AK7/4v1CSOMJ4ESgTDWswG1XpKvVjIvPArr0LO1rbsLFoOzCwH+7JP+7bPBWVQBaVDwNqMB1lp/W7/ztvy7Adv6vICcGbYTfMExLRQ789miWDWZCE6LL2OCT6Y0AiZZwB3ZCWWqtSMy9RuAvYWUAzHkAyxR11Obfk8AquIzJzmTCEoUEcEbvXmYpCUbENK4gOfhMdGUNRQC+nEL3USxzbQi+lojbJgLoRkEPuKjWNe8BD/xOR0MHVgyOl6kOeG0MBkDbUABBNz6QqTCXjsrAOPjs6WkAN1KSJey83AItCMaUEkYkEO7hONKguPqt70xp0MsAx3kRd7sXswDe5yTw11i4B26nhGkX0uUA47TQ5z8e5okbtAkEvcQp/68PSaL8AEkbAIkVIeMdmsD8sEr9j6K+Woj3QAKmEo/9EEEawT12wUizDq2jFVZhG3ACPzZiYe588K4Sw/oPDJVnFC6FHIalG3sAhMCmNLXs8XF5IhG5JpGjAY7XAYmYnIvA1Ocuz3eATgomS6Gq5vhBFDsCQP1WWPLg/pykygGGqRyssbITHwPIcRYwM4crAlXTLlHg/yQuWz5PGVmO/aUk8eBbIefXIffSnz6E+XfIqlOIxWwAUzPizohDK6CLIg5+0wwCQhD9Aht5Iru/JFIBLJ0jC3dg/cEE6evCkZ0TLhPBKuJBIC3WokjYyQrPEa0Q0lFUiUGKWhULAmFzEmfYOjyrGyEMoGVxI7phC0ps38eLKXkDEfo3LqFCzvuv9NKm8r/QypFD/PiJDyh+JCV6qQVjbMMxmIgZpO0WaRKgmSjLTkKrckIb0SNmNTNpXiAR4ALDctJMmHGP3sV9ruu0ByGd/i7a7rDrFkJaRxxvLJKGfnLoUt5iALQrhxYGrSOfeEBi9nJhfovxTmsMqRUp7tUnaSMVOmMy8EHi2Ps4amMgNQPYpGH09xnmgFkvziFXcuiVTjw6gQPqcuNanSmaprNgNUQAdUKGxTGl0N4sxyNx8sDnEkIxV0yNgSrrar3a5kuxoABPfQWhI0H0+wUshj+obEOVYwZKhT5X7tLwnFogSzyvDvEL+zZFjH8aLvEsdzHksLM4uyHl1qPXv/VM5+8giLTkeZLDTf6BL9DzQ7Iz+R6RP70z+TCkCDIgwJlEqrdBdB0PZwk0PiDfceEzR2ZBmdJ0KxzscoFF4AcO7whkaOz23sCDgf00MRU0IeSBu3kURLlDoTsdgeqlA4ClJKY1BclDQZr/wWs1N07UN90Ebbs6gsxDGNkEd9VFK9lDP58ZcqdTn9job+Akk741ZqiTKb1EmzEEoPcEqtFFVTNUBr8wyt5k3PtFq26V0UzUa+iUwNMCw39FrsSW+QU03rx1JHJVFrlDkVKeai804Tpi/BkeUeakX/FILMbVAJ1TrMTz/ZDFFXiT4WlUlJzFEF0pYmVVyF8DxPD2f8/whTQc0nX0Y+Do1BTIMp/eXnjHBUa7FUWbMnTlVV95Vfae82/4ZDllG70kpJlPBLq67HcBVBraIC3cJLsJQB5sXixgXD7LLveiqw8HLZQC4QH1EcNaiSHqQwk5UgpPWUCpUdD8x4UHZb2Y9cP2VcI7MnY1ZcgfQI0TRdN5E9fGp4UhFenU7PrlA3B/B7SDWafjVK+1Vpl9YhbS9Xt5QAwYcTKxVhJVZhNRBYqShhIbZNF5ZAWku9ng49DBE/EU86O5aymLVZWcNs0bHKPOxFWdZa9yNbtTXBbKgu4y8/aHbRLtPCJpNR+XZSh7SPTqtca2ba6tNi6/P9KlM1i7Zqsf/Ix3ZCX5nWci/X0sAyV93yAk9sm5aEuYio0XhMQhW2SzOSLe2CVeUSDS2DtZxu/IhV794WEW3Q+TxKbSFqZLfT44TNo+jkPGLUPahMbhUVb8tStOrs2wTXW4kS9YSGeaO3M8ML/vRj4+BDM+QVl3z0cbeJ0/5zcjFXfMcXATXXVV/Vn9bSeyukeESXI0ntXq/29t53f7bWSWrTQN0mkIjzwmC3NGR3IuwDjtzkBaWMZJUVd4mNEQ145noXP0+2eCVk56hNJ2eURvlPdoZSemdxl340cDcYhGsqyHyuQCbjXZFwXIkWuWisAA9ySumFfGNYhiktf4GRfp5xLLnprMT/JLXUsHO18Fbld5AudNNuVXXxN38TFsggzA7772Jppkg77ERFLxtPKXdBloEjJaD+5HeB13hH5RJbdh1B1G7x41phJYTTONFelnCdd17VGI69VV4PFYVTOHKtqirBl+vw5V4UY4b/GJCHC0uHWCxvJJ1WTUk00ZAbNlYTVoiHGG+M83vm54iR2GlvGLoeEFSFVaVCtS7F4iarGIU+tgYF84BD9IFRyIvF+A9fZ1NLhmeEtzHjmJbZ+HABN2druWZl9qai947x2FYLcH5cGCHxJZCPGZmx6UAjEm145f1AYz8Do0Ep0pEfuQ4JNhcL40mQeHUvmTDo6PewqwoN6otz/xZTTiPYRNmKFXiT2JbvtjiVVblaWbmVLbEHZ1mXdfkey/M08xmEKyOa3bMNTyWEfxnFHO3RHjmZF5qhw2iZF5ZzcemvAhpCNxJ+Hc50xypJcLWSLdmbl1gOxdmJ86dbq+SAsvhs8fQQ2ZnltJglyamLyzg97NkSQeVr/RmncZkUVSun1dgedfSW/eWMPVmNv/fqIFd9E1qhG5qpm5p7anhCs/ZR/eIzDwQaGRahJ/mR3zebfQwEubmGbXha/OgBUwuAIdMihU1QoQ+kvJGl29mUu7EgkBWCZXqmaTplYbancZpRTdJv42Sva3lIKdrbKCRYOFRoTeyoectz49eanf8asiObah76nWgk6vKufQ3usNkuIxNOKrRJfvVIfrEUrClb4dSCGlP7fjhsqPuZz0CZdxPIRCExJnc3pd/WZOtaW7EVr8ETegM7p/sMuIebg29J9dA3mXS1s7N6sZtbmK/WjxFSsqebuqGlVatrBJNnWBiZYQW2kavZdF/PnSCWmym7XupJrSKsPV6LdzIWWml3tqvzWLXvvVvQ0OLWboe3t1eqtUuauAVbuP9bwIHSjd94sxFbirrph4nFuRtcqRdDYV0Thqubwis8RswbrtA1wKeyWpbbQZPMYSl5kEVcrEl8m8vbfHGvaD04wwaCd/Qvvmf7rekbleQabimLZfX/e78T07AHnJbjzMeDvLSSsNtuOW5wi1i8uyMdnMnjNyuL2SUqt3ItnMqrfClG/O0kUuPiNUyzysM1Ujf3ArzjcpAx/GHJG3/N++HA51XX+yJ9p4liPMZnnE9s2zA9jq51+3/P+q53fBV7SMjh+IMDndD7dp+pDrmLZnSbnNEfnF6k28ojXdJhBMuHs+yIemCB1WuU3KIbu6u5FtQbcMxJu5sxrcS9CxeHr2KHOohgXM5l/OQsqL7pRGQfMcet189jpdDTeNB33deVybUVvbvDSltSDfgaHdn1ODEgfdKb3dlRJNQR49Sva14Bg3yEU5vuLny+3OoIdoykPdS5dhpz/9FtyBs5yzSPcE8YeYqk6xhnXP3VTZTOVTK2HceU3XbP/1wxOaWW+N2mf/2fhw7gB755DPzdht3sFJzb4Xc1fzXZm3uYp/zZJ57i+S3czZt+qSRt+CKb1cpBxbRGyIoaJ7nULh7Up/FttNnkvVm8J1bJLjMWV9GXNi7e4zvWB2/W4RnH51nfC6S/272XCT56iVroi/NMf52wi7OsOT01HRuutOnhlR1fK57qq74oVt60uaswMGJaHhaSwRTkPR3FXA/US/3cnYRNsZ7lnz7TyqiwLdbzEA301qvm09bwTKjeX1rPo49bk77ohRKt/173zrLQjfwtOZvpu3c1Mzrqr/9omK0e8iPfKbBe5bs23NGwrSYyqVvvXkLd7G1P7aO95d3K40sQe79KXblt+ui+7rmPBlEagcCPbPd+/Pre7wUf8N0d9+tq03f/uOuVubXamje67Zm8jyUf+ZP/REL/5M83b2XRu9mHdJ/7zFV3m8Ud+5n/1KMa6tNw7l/3GkWu9d367vMcOoDGxnc+UW3/9n2fHtu4lhE8N9XI/a8a+L9b+If/6ZtcK5Xf//8fIAAIHEiwoMGDBBkoXMiw4cIECR4maNAAQYGLFi862HjggIOODi4WQECy5EUDBjYaEDmSYkmKMCHKnAmRQUSHOHPWzKnwgU6ZNmkKnQizZEaWIlH/OkCJFClTliijpuTY8YCAq1izat3KtavXr1kViBUboKzZs2cVgMVata3bjgKsrl371uPGpVLz6t3Lt6/fv4AD621KuLDhw4gTK17MuLHjx5AjS55MGSPJkUcbG93MuXPmyqBDiy58mbTn06hTq0YNs/XQ17BjE20wUSjt1q5pItzNu7fv38CDCx9OvLjx48iTK1/OvLnz59CjS59Ovbr16wVzPvC5vbtPnBArmiywkvxKqwcMGIWZdGrbp5gR5B6qECjP7+DtN9Sff6fs2eJ91hR8haWk3mXl7fVRVXM16KCDYymA1oRoqSWAWF7VpaFcD3JVl0qChSjiiCQCNtqJ/yimqOKKLLZoGGojabbaaS7WaGN8pYmU0Yw89tgjbhT9J+SQst1Wm0zYJankkkw26eSTUEYp5ZRUVmklbwttx4B3XHapZVAWvQRRSQbEtRJEUElFFUhRsURSTEIxtFOWDHX300333XmTkEWNVyB8RrWHo1N6LQgXhx0m2mCEElLo6FhXWbjVhnUpOmlbd+FV4qacdtrXjaCGKuqopB7mo5tI+QhjqaxCxhlhqsYq63pAEmnrrbJdqeuuvPbq66/ABivssFJ6aayxW9r0Jm0PNUCeRwXsaZFUlJYXH5w0gVdnnV/uhydP4OKKm58xJpUejuO9Sqh5URnKoKVhwRspo/+NOjphhF9R+pa8V70FoogneSrwwAS2avDBCCf84qxHhclwoApH7GZnGOn48GoV9akqbrh27DFExIYs8sgkl2zyySinLNCxLEPgcpf19aRQxvLNWV8CCDzVrlznXovtTOEmgB93+IFrdH81xQakeBVZhmBU8rlU2ktNF9yeUu7CFZelamH4IL1jBVCvvWbhe2FX+rbFb1yYahoYYQTHvanEdNdtN4sX5+3Z3aiySjG6erO2tNQYc/zx4USqrPjijDfu+OOQk8wyly5XbjkED1Ru55be0enQmDmj957TtQJ9dJZEn666REMOHlOfgobHXgEusdfmgGquueFcZJUNIdj/YZMtNvD56sv22m7961dicjf/Nt/QRy+9YoFXT27Ee+d449/We+a664Ibjvj4r0Vu/vnop6/++uwjNPnl8F8+OZefX4boUhgRXrrNRtO/uup7KtL3BiefksxEPJgJUtVCIqC8ZOouuwPL2IYnqa4Ajyxh611ZLgip4qUNUYpq2/IY47wSjnB6KExh9LrXvYPJykbZY2FRBkjDqA2QfDgUSvt2yMMe+vCHQETOdozTHczF74jym1/n5JSAZ3VkJSSRSdOchpHaqM5L9ykaT7IVFKFEUXY3bF2MEHAklxSAgZnpy1JU8sBKbSV4afHavCQFKQrWq1EcrOBXAsC2D7nR/1Ii5ItjTEjIvKiQVQAglcM2c8jJsJCFfnuYix7JGRpa8pLiy2EOg8jJTnryk6AM2ZYG8gAAlJKU3jHlKYMDgYMgMYlKLJoUk3IRZtVnik2JGv+81Tn/catbSFMabcC4P5oM03QzidoXpegslIynRJlyC1fgWKEORuoreCzLheTYIQmpRUNZe1cIq6I8qTymkOi0ViNBJRBQzWidj6HkI0+kPdNcbEXypBom93lJTW4yAaEMqEAHStCCTqdOqOzOc14Jy8kF802oU5aAasafhjxAaEsE5v/ENbjxtYaMyYSaSRwoIt1pbZsTrCYGxba2RGkTJG2L4NYcFEhDnjOdhP+EZ6jaWaNT6XQx+QxqPKk4qFTpDZ+BA0Al+clUS/oThwaNqlSnStWqZuk6DIWfQ73FxZ7QD2c7WuYu6cSy/zGRSB2NTRdvxrrbvCmZEyOJUuY6IpOGhWzBs2ZLG/TSB0JQQ30EYYYwtZfI4NR5CRNQqwZCmERO0qc/RUxQJ6s9h1nsnUbNm6l0FM+kKhUBAGiqaGn41PFV9bSoTa1qV/ubrDYUi2c1HecyZzkt4awlx9xlLIe2OaPdapg/g83RkjmUqT1TKem5Hbv48teTCuBeYOPjXr3SKK3wzK/R3J04ZxrYwNplMIY9bIkkdpm9Ua9hiqWMYwvA2MdClm+Zqaf/ZFXzUcral2JhZRhQaTTf6im1AQIZbTGZ2c/S/qc3AGWtghfM4AZ70rWvhdnnwEqeiwgtfj4JkC5tdpPdpk6LwTTwWGOLJ2YuMkco6RmB/mLXq8QRUtyc7hvxmBVyggi72jWed0HiNquRULwhwh7g5Akag/RUVdBTTWLoS8D7Ojm/+pWv01YTn7haDyYBHu1/bjMfEQ/pNwl2sJjHTOYyKw7CL/MqbD/XNAfEpQC0xTBYa0ef2SrRziCeMBeLC9KOmZV1OSsqedx8AMOw2F2L8pA0v6bHSGkzsJnCWhs/aLzk9VidgwTyXypMXieXKzLrhSGS7fbezJ7mkk9OtSRh/6Xq1AAptLlZmpdnPRMz2/rWuM41ydCsOTX70lvT6gicX+kTMB7JPsjC85qDRus/3wxnztTw0w5z6O3SVHRq26uF2uY27GZtx2nrl43BG15NC9JvVm61lDsdK3aPOt2d2ae6590jVtN7M4MTCK33HRtd+/vfAA94lFpJEIYygCJ23qJMpnWmImLYJq8bpkU9/GuFZ8ufzr7ZtGgn7fQu1y/ZdW7xxL2vsyFv3MydtEdIXukP9Zgy5j63C+/NyLvpd+b35SfNd27eIdNc1iDjt9BrLfCiG/3oSIcOsYOSLGbjciU2YQASe5tFilPd4hdX67NlszotLpw8yvzb1QDTXP9rX4pnHkm7XBrNtbjc5dDR5Eg43QjOS08m5uRuFc/Fjr1VK9Ln8hTt3gdPeH0abiBDH3rSF8/4xjseIVMvdkSW6C0ETqwB2zlish1i9S9plKt+7mJF/6fRr3OccNdjSmDKbnaSL0jlMpZuORXkbQGYNMeELezd8e5jRRa+5o4MlMfPO6tIPnm0v0/+vXGD+MQ7P8yPj770p/9vDG8Oo3kOj2KXFeeHe+7Zyr7zbJmNw5iZtfQHrB3w4QZ3wF7T7VTJncixwvaR89Ejq8euAeyicuOx1PY2JRm8h2m+p3z4pRmAt26molnDhyLqhnwGGIE5l1bPp3jUd4EYmIFilnn/mqNFlPdsENMUmBcBU+dr37ETnTd+5Bd6c/ItGbd1GlNzBAgVHzcVc+dc+JcSydUuC6IV9TdYbaEWl6ZGkeZA/UdpAbh7MWd8EohkfgcrCVh8LTJvENiEVsgwQLIs31OBiaeBXviFYFhV3ddbH9hFGnY1tNN9WiVhE9d5n6dnQ/KCf3ZA6KU9M0go8pc8PKaDUQEX3eZm/LIhQ5hys8eD2UVy3jV7omFueneFjthu9LR8AvaIlOhqNtRUXGiBYbiJnNiJnDSG38GGNzNFLxEmIxERJOgyA9GBb4g6KQhA/BEncmhWUpQRUKSA1IY17sFjkfYRgSEX/9chH0IihZhy/1YhXRxSU8oFGoeFMJX4jDwCGjsnYOoHjU74c9SYW5k4a57Yjd74jcRSOUTUa/SDHxGhfToSJLWIAAyQigX3Mpkjim44i/Qoh3SIXgKoi/rXhzsIcs/FUjEGhNxWV4NojN5UY8mThMyIU85ojQ65Kp01jdkYgw+ZGlFIWROpjdsoYuDYkR75kVUijsQxPwuRMbDTEpNXOfIBARFAggVhfW5YcaxTjzQZYhPBWYzxGbljgwryi9s0L3OBbXtIjAXJFx2hAAsgXWyBcssYGs3IhBUZldezX/SWkVmofKgXZQ9olRvJbyD5lWAZltVhOcVBkgphZVXEOS4TAajoju/Iiv8xWYbgV5N0yToE1oCfVmWEUhUlVSgXYhbXxnJFGTdU8Y/WxYsKuYiFhHNS2Zh4eVlbaZVLg5Ud926qJpnB1ZXCFXWJAzJi+ZmgGZrIoYojaZZQtiMXtpYR8AAt6ZYv2YGYE5d5FnV1WZe2MTsngT9TdmINpIuCcWnACJiXYl1LmYOb8ldk9xHvV5zfZU4pklMG45jSGYILM4GYWUPTGYLVAz7XmUm4InrNBodCIprkWZ6bOETFcixMNC5VZDmt+Z4u+ZprKJtN51X1WZuz+BqoN2hVxnd4aCCc4mLVdXY8g5DGWVe594vz10eKiCLQCZXZ2ZjViZFcyVROZpL1RUn/FXORM9KdrgF0h2OXXuZb/QYA0GeeKJqi0adQUbJVAKIxqama8Emabxlh89iGs4mfsAgbJ2kZ6KIYIKebNagm80cp10ROx/keIdKDh4mkibmQzaN3HBqhVJpPXElgqJZzl0iRGjqlrtadI0pipXU646miZnqmaGoQmzeKHYd5cQafrUlwqxh5splnV6ejOzoUwIWhkDmVOqJO4IUXY6dGIOR+Z+OkxHigv7mgDJp3oyE3jzWhVTqpqZaRxqRz9oWhM2SF17lv4qlJtJmnOpSmpFqqKKqeEmFGEseBLMmScCqnWRWP72OWbUh6d5qffPJRlakuPooY8LESLJZit7dd//fHJtCkqKvXeojalIrpKUdGqdC6d5Z6QC9qSTIUPlxKmRM5dHqSQy9oOqYaruL6mWX1bAGCgt0Bpy3Ja7HpcPDIgeLHLbaao872W+OyKjnipzQ4qMH6emonTt9krNC0KYLlenb3nALzrFSqqQMUrZOVjfrZVN2zq1v6JpwKsdzareRDk+PasR77kWtai7g1FKnoquvKa11iRA4XS78Uijhxq/XYMRFXQGfIafV0FHf4n7/JesDINsUIrCAHoCKynMXZoAg7IqJCqYLnsI9EjTwqsdv5pVkpgQJWgSsYoi5oVgDAAB/btV6ba3LqHGvaRTsCXGS0Je9psiULYSkLj/9wWa7hF34yGbP22mQMhxn2pjM5y0bJaYP7sm0/y68C42YxlqDM+qjPUyqTSo3rwbQX47QRO4kFNCtTSysUq61MZbVX+zFyKBBc+7WgG7piFrbMMbamFy0d5p4kOKPsqrLEFq9xSZOHM5kjlbOC5qv715x+EVPbpbttArRDKjDHWEGG23srYrujsriYObmOuzFb+KLh8bTL27ynxk+ZuLkh6myiu73cy2Cr1BzLBlciUROsyrpr27oMVae7RY8yy7AUWTHxhV8NOBUhwrsn5bu/CrRyYxUHyZxDGFmuUqUe2ieXe6HZGpkUmFsaiaXXSb3x5lQLnLHYayuz2L0WfMH/p4We4Lt5p4sSzFK+54u+bKu+tBo0nPkQW5er53qVAzJGu0mdhoagTyR3yomsBOg8xxiMjap7AOwYAjzAV1mpDSuJFIhWQCyhWFjEGymqFEyPGPzEUExQLLocqKpxOKseMaqaIoyyDlWn9xlMawWeraMxtJtGUGRq6YK7nRJNZsLDaRI3B0BjRStzPSwj01lg1bq01jnEVOg6dTvAD1zATRvE0eilS+WdS8zERNK5UdzIjlxmcAsmV3yK3RfCW/y6VUyfJLqZYixAATI4OJlZUQikBPNEbiy4nJLDOjyUjlrHS5adThW5UPuwmIrAA+bJQGySW1q5E8vHVJbEt7yN/6vDuRm3tY98zMisYHCLjkallpfMrlXcshRHplnHYWNcXruMS+zXpzAcwwQzmG9MMP/4aAw6iK7swxf6uIUTRvqZx1lqpXpswM87xrlsrYGHSZTEzom8UaH3P8n8zwCdWuWaTIwEUaz6zLE6tq44zcMVJ7L4GmJcuVloaFqDRuunxgwZMJ+iv4ARnIJpzueck1f4ySSNSfQcz70suZlKWiddz758ZRYaOHjclXPYz/4c0Did01KsSjBzj5U0EVuyxbxho60otyVsk3UWM7nqPYyUs/unFupxu6Q8gMKLKMXrnCH9yhe7rSo8y8BcO5IpK59Ms1qIbya9ZS79zjKt0v9ivU+ambXD3MR/ptN0XdeehKrGZNZEEdSXoxy1Fc2cZ3UT3FX70cnpNyPAami216sbyjxU/TYdfSj8V5BZ3V9bXbW24tUYY7Hum7kMXMY+Im/WWyTunNYHTLkTidpuTdP2GIdzbdewHds+1CUtKDtGYR1EXdRGHcmgx3U6Ydi2DTF7Y7wpsRhO/ZSCwS4aTYRFqHvGW9mXqdoY29JqLbWdjdnpBz48ct3TbcSmrd1ffdbZzcvCd8gzzYUxK6Kj1z/fK9vu/d7ncyxS8teAHdgehnW+vck0YbHp8jfI+5jejE6cRiKoPF6Vbdk/0mrTmtn4vM4eKsvgXUmGN8De3d3/1Nrg0u3HXS3IZs0xETxrvU3YeNp18F3iJh5wb7t5dnrfGpvUDe1FYXcSQybjS5ZpyL3cya2zyf2kkQHg0RnaGbox4a1lf/zS2Aqm0vvdq906pT3auBzhzqvEG07eHZ6ZQjfiTtxLs3XiXN7lt/au0TybLP6pEB3Xt+kSbXIayAsZjIjjqve7wMt+AMPjMoJCQC41HM7UeT7hFj7loO3gSK6nSu7kDI7d1H2vUY7IRU7lWqiOiYflFWyCK+PllF7pkLxVR3NnIObaZq6fCIAeL6yvSghkyh0wGo2Gcs7RNmUtb04Zoq4wdx7koR12292pHGW3HZrLTz7o+nzohM4n/02e6F02u7Ju3h8uYpCe5V5i6cze7A5W31WH6WIqi53+GjmTYoW2Kmv+Y0voq1MdvDdMS5Lx6n2X68Uu5LEOwbFc6H/OZLqe5Lw+z4v+675+7t4TzB9DyFXu6Fee7HJoLKbk7AI/8KpVjpy3Lbstl0JS07CRRoAnKFA6Xm++0aeMO46dIHQ8GriIVN1sb4Wzy/KMx1wm5X5u7/f+7oIe770uLk1O8hWO6O4+7OTz5y5vYP5Oj6XEJQS/8zyPWituUQnfivnN8MJkkQ6qt4kL7puGu6Ss9A7Y3+7FXx5v7jAv1jRLsdarjfJe74xu7A8O7yqP7x4j3u0L5Scv8zPv2f/8dvP/fko5H/A9H/dyX1D0GvS3+h+0WLe8Se4CWOBY7fcn9CfG7fSRyKsqUm+GvO9dD+gUqWWOvvJojesxr+Etv/UQHvb8nvaQf+uSr/iZr0n0HqZs72yppEpzf/qoL1DgwrJkvt6DXSTmMeOODXMTf7j8GrxHS+c+DG8XHRor3e6x0rBqT88yW9pU7/Khn/KYf+weVfOcD/zZPGtLHp6jfzosY/qpn/3a/0lfzNshLlvU7DEB03PMs4imvs22+9yj/vfebhq83/uVEfKnXeuYWegMTkz6fuSKPt5bCFxbVvkA0UDgQIIFDQpMcHBgAoYNHT6EGFFiwoUIJ16UqLD/IAKOHA9iBBmSoUaCIk1eZJBS5UqWLV2+hAnzwUyaNW0CwJlT506ePX3+BBpU6FCiRY0eRZpU6VKmTZ0+hRpV6lSqVa1exZpV61auXb1+rZrS5tiZMCXGTJkg7cmMDRAY6Bi3YwG6de3exZtXr10DBuj2LeA3r+C9hQ0fDtxXMWHEiRHLhYyg8eTIlS1ftmwQM2aSnT2fbMAWYmiFmz1+FBnaYUXVJlV7ht1a9GzatUOS7KjQtmiSu0+iBR5c+EqyY3E+AJtc+XLmzZ0/hx5d+nTq1a1fx868uM2YD4P7Xu0WbuUCkiefrwvY8WL16N2fZ/9+8WHT5stzfH+//v7N/5r5y40tNopkA881/y5DrcCHCDQwQIsUhDBCjBwsScKLdLMwouE25NCl7WoCALnsRiSxRBNPRDFFFVdksUUXq/vQJbUYaGg4CAUyDT7GGmOvx/byA3Kv+dxTjL7/5ELvSCUjK+1ICntbEDwGQTqIs4IyVPC1kRbCskssX3PQSzFRorFDM89k4MObXmSzTTffhDNOOeeks07syJLRzBtx3EzH/OIbMkhBB/uRxyKNXBIyuiSbq65EH83NrY3+ezJB1257ELQDITNoTE8/BVXTBaEMFVQ0T91QTbJCtLNVV1+FNVZZZ6W1VqtqQnUliO5rqNOJ+OzTT/kODWzQx+xDLP9QQ3fUC1Jnn6UUR7f4q/RK2qbMssm4LC21W289ZVCjb8csM1dzZVLVOFvXZbddd9+FN155uTp3LYYkK628tqbNcdkDmE02PmMR1RFgwww4wIHGoGW44cyAtbJaa6/9UlsEMBw3Y43BrXDjDOsFuaV0QZy3ZJNPRjlllVdm09zVCqhy0XAl5S9ghAUodFliB242rmXlo8xhoYfWCMDPtuRywExBE7Naj5+GWsKlo7YtZKuJG3lNlrfmumuvvwY7bKBOfei0SZOmiDz9FD3MLwMEwDnntgXbmedFLTPU7ruG5tthidGOslfSpsa0aQqpRjxxxb29uvGsRRQ7csknp7z/csvl7LBsmDfqeMC7Hb1b7YMdgPtfg/UGEjPU3eu7dSf/5vZX2VrDNjxfLXxycd13573Axh1/fKbLhye+eOOPR/4qGx0KneaLH8QR9L1VR5ZQB06f7KvIVk/Sde9Ng/12tsRXWtwuw+w9/U8JV1/B360eOUSakqe/fvvvx3944B5a2+iCHOtZsIQkN/cox2fcO8/3FPiw8LGPSgNSGtKOJjX0tc+CuOvcBXfzvqs9Ln8fBGEIRTjCdpmlIR6pjGYQhr1+BYmAd1lOoxAYtAXW0Gzh2w3szhcgDfYwS1uCUEt2x8EOBo+ER0RiEpW4xBKpBCLPQxBBilU9u7TwTwRk/0wMZThDw9jQi8/DoW/CuKcK+tCMUNOVWhjixKgREX7BgxwT5ThHOtbRjlAZzUCiOK3ydFGARKqbXpizRb1RMYBfVOAYpSQxCvKwdmeE5Kc49DQ3vtGId8RkJjW5yTvabo8H3Et9rliA62GvAIPkIg1tCDG+6ZCMf4tQ7iI5y27piXFqrKQl48dJXvbSl7+8H9KiiKTBhI6YxCzYC+vSHEOirplV9J5mWNkwRb7SIhO0poBouU1JZs5UuSQiHIE5TnKW05xe02MKWVnM/uHHmO6cTCAF2ZxUSu+QQguQ32D5yBtFJHaLhE1CuDlQMbFkRvsrKDjB6cFzNtShD4Vorf/4xamJDnB778QPo575F2XNk56phCdeopnPiSaqmt4CXLY6QxGCtvRjZLOQQmUqlqxF1KY3xWlOXVTSi+pFYc4aoDztEh0uEvI+7YQW7B7VQH5y7Evlm5hLqyajWZbLZe6baVZrqlOudtWrX4UO3vwIVLwoc6jTQSCyqtfKBqKQp9sCYwOlOqqUhspeiFveBX+3wYNmdaa7BGtgBTtYwjKxniKlJlOlVaVtKTaqc2XpN024MTSBhEYOuexl7brX2vjVsypRVWFFO1rSlhZ5q3tmUh27WkZClnHCiRAbQzLTg0q2cZ39rGdDKzzT9ta3vwVuyQYVUqNidEmVkiBrmer/WtvmdYMGxUhuu8lB2uR2oWkSZ3C1u13udldOiKUMYgn5LOWW12nM7VKu1Fhd6y5Ps2y5a3TdyN72chCOM4GAd/W7X/72FzvQ3Ojn8oJM1ZrXwNpEr4Q4O9v6ehO+aaxRhPsKsr7itsHAu69/NbxhDndYK6F7TPcgpUPWHBi5CY4tdSdyYQeb5DtrVPEa6cviet33Afn1cI51vGMeDwWZPCPvPq9p4sOh2HcTXnCNaGxLFzfYN0sGmY0hgOMeV9nKV/Yv24Ac5DESmYdGfrJMkQzlSYrEyWWa6ksegF0yo0vKVMZynOU8Z9P+0VEBNu7rAio4DHl5z71DS3PbPOj3/8qXxko2s5q3Q2iavpnOj4Z0pL+Kt5DaE5p9XNSd9fyRTAHuSn5eafpg6yVGlxrCZ2HxmE+9XrSoitA2xu+U4SxpWtfa1sC86I+PZR+T9oZ8gksuqDOYuDPF1NRoWjNtz6LqY7c6XWz2EE20Cusby3rKt8Z2trVNR3Xqetd3e2vE/izQ1QTbz7yr15GbzSE8KRTV604VtYOH4Tdb+9rbxne+9f3BYOF5b82bVrgpGuqRADuywlawbNN82xnDWzhqAmeFHR5veVecOI2ueE3svXFZ79vjHwf58eAKyiQhtT6SIlVkk2tu8yYcurPJpYbSOPFTuZrmKQEAqphtpoz33P/nxeF40DsecqIX3eheQ6G3d+0sp5WkxI4lt7Gp+pus7vzm7M7a1clW45933edCB/usjz52spd9XQAi+cI0utS4YjOqrE0vQsmk9Zvfl+5/9Xre5R12vovd7H8HfODhJDrWkfeG5it4heAed7lD5O5Xh/W6c6JbvVf+vn3nu+A1v3nOs6inImYYgssN1dYmdMllefz7LK7oZLd38g9Hfa4sP/vgYT7sncd97nVPHbTnB5+iLzjpYWl6Fsc+9bqUN8ZjBLyY6CQmxQlRzWk//XTZ/va7x372tc+V3r/HPKEnVe0UO936cuf4IaN+cZDfejY7P9rQZxX7gZN++qvJ+tf/337+9b9/paA87d73meNCvAs5KVJrMFw5P/Srv3aTPVeLo/eDPxGRNpeQH+FZwAukifvDP/7jwA70wJyYFH8rjIwaMYwJHINrOkHzqzVDQIdjQRb8HQxkwDPZqtcDLXUhmZxotzjaCVWxNxncOw20tgiAACK8tw9EwiTUvsX6v1CqtDyrNAb6NSqpiF4RvlrKrRcsC/krtWc7FyBUvw45ju2oQN7SiQ8pwzM0wzFklQp0wzK0iaCbPgiIwyAUwgjAwzzMQyXkwz7sPD1KgIt5wp6ZHrEasIF7rAa5EJUrFcobizShQVx5HFSBowYEwxnEuZxTiZ/grfnpQR4cw1UB/xHIAUWh2A7byzu+u7HHEUJZ08NX9MNYlMW/OxDf07IRREQHoiWZ0sIdhL2ei8TIGw4ZVMPlW4mcy4oInIoMbMWME0IfbMUpe8VpnMVqtMaQ0yNgUaVbLEQp1MVdpETju0HsmsTgsDxz9DmWiD0w7AmbY4CuyMGssDacQEU6pLZmrMNoHMJphMVr9Md/1DYmLK57GkQAY5ISY65glMReFEZ1xEByvMT084lnu4pOLEWumEcAQMXL08d81EdX5Ec9BMiRJMlIWwhBLMgB65+xykUUU8jZg8iIlEnaM0X4e5Vruz+O/MhV/Mh9DMk9LMmgFMoqO8mSEqlubJTvW6uDHP82l5K+mYTKqIS1oLBAT6SV/MrJ2tvJauvJIvxJahzKsBRLDbMIaDG5PWpKbrJEqWTLtgwtTlSXdcExzKu3Z4y1j/xKfhzLveRL7tISgWudf1LLcHTLwjRMZhw6OrRHrTmOWsFJjQQ7wOqJZ+xKr8xLkezLzNRM0rLCaeq2kaMWwdwmcznM0mxLVbRKNZRLrIzMdBGKyry/y+zHzaTN2vyqUSnB/ZhCglpLtgw70/y5KRuLaGTMULzIm0RNNWnDoIDNvpNNvbTN6JTOiDohKMoNThmmSPky0WAjJyo0j/nC06TLioND32zOWJufOCrOWfnN6iuK5hS65wTL6aTP+hz/p7JJCLNprOw8DZbbzXcbtXFRQKgkThszTgLlSthEz7hcT/aUQzRUCvjcOPmETvu00AvNpPCAqkjJTmyKCJyQuasil7WMyUvsSgMVTwkVTuGUTFvZOOVsChWVRgqFxQjA0BvFUTkiwBBkSg+FiJ1wCACwug0hv/mjv8XUSfg8zGJETBld0RZdTVm7idSM0eak0a/M0SzVUhGaEB49vCH7tIkAUaPIxHdsMawaxvprTWisTHqUQ8U0UB3sOSa9Sye1NtdsTHZ5UTqUn6mw0isNyS0V1EG1nx0NQfP5tQagCiZLNCWzqjRdwKyU0ZzAx+OEy0viiTW0U45blTOElxfN/1Oq6EpAzUtCNdVTvZwurZKJAdMpsYrKsizSvMBNxTx61AkNpNKjyDDmpNUf7NTl1FO/0wp9JNXLRNVjRVawuRRLcbqMwApYddRHfcoj7dW+m0xrrQqGAopq9VWSsdTV9Io7LFZjTdZyNdeU0ZRx+1HlyTnzmzYM5FZs3YkNrEiNW1BPjLVrjVd73BphrYrYHNfnPNeBJdh4aZCUW9dkNMZwAsJ9zbx57Th7Uw575UGOu9VJfdBvBSHrC1j5LNiPBVlbySGQ4Ap3XD94dVh6nVeNJJGM5ImI7UqWBTs5cs6O9diQxdmcbRUJgxCv8EJkS9GUndnJnBPYtFWc3DgmCv87m6VRnXXap30TGZOShkgOk6W4etM7oQU7PJw1f2UT+HzZpF2ioGPaK4Xas0XbFZFaBanan32+r7tTuNXa+ARKALBRO2nOsM1Ir91YnyxbCk3bwBXcEUG12dCOSnTIihM6xZ1buq3bVpnLNoVYoVsiIvxbQJWAwdXczZWOnj1cGew7WGvcpd3Du71bOoFZ24NMie3a1BXbI7pczOXc2aXd51gxCPIO6EDZjUTS4UzQ0SXbuj3dOnHdoT1al/2JhxWh2L1SCcjc2oXe6OUKGRMiBFjbGUkA3VVTXIXTOgVe28NDnAhfWNFD49VXvqVUi4Vd5pVP55Xe94XfV506hZv/Dmr9Xnvj2iKcVNO1lTwMum0duqGYx8QcIfaVTed13/hV4AV+CoMSIuqwvPslXa41QmKt4ACOl9fV1xidIwN+RQRGYAYW4RE+CrS4jlT8XQmeUf/NX8vk2PIduuHN4OR1U6hA3/zxYD0E4QQm4R724Z6AiTtxxhVV4QmlUPCF4WuT4ZS5YaJo4uXN4QjYYR7+4Sq2Yk2ERCFm3CI2Yhp94fkcyRyeYhC+4jKu4nfU4nvkYvwtVswL1KBk3zGeYjOm4zqOjhQemTXmuICtWTAuSaaV40B+Xjsm5EL+ioxdxRTWY5DsWL7zY6HEXEGW5BA25Eq2ZKtYZAsuW8cd37G0/1EKneRQpuJLJuVSXopMBlj2tcxXfGJ//OT2FeVQNuVZpuX3ROU+zmFXPMLMBOVYnuRaBuZg9gkV9l/9tVwjvOBVHle7Ld1pbGVIhmVfFmRhpmZqblxSNeZizYlmFt/ZtFvpjGZplmMAGOVqNmdL1tooLlWRHF92tk8JCGdxnmMyPud6ruSUVedS/Yklrk/nvUx5/mVyLmd7Jmgrdth8ls1TRWApDkmADmhKLuiIvmJuReib3Ql+pk+H1mj3DeFBluiPJuF4rWiL1tKN3miBJmeQVumQ3tSRDtQ3xuh3NukxngBZfl6PXumcft+Wdun59OaSnmmHTukJ0Omihl8ZPf/mngbLxxXUoHboCSBqo5Zq6UVqpa5QnYhpC3Xqp57qroZeCbVqfoRnrM7qC91qgI5qr1Zrzv1TpYZnKRboQcbpLT1reYZqAEjrtdbrs8XLbA7rzAXsm55roK5rcSbqvN7rxH5aDQxrME7ggabrwjZsxFbsys5ZN1bmxtYJjx7sppZsw7bs0HbarW3sN0bpgf3syaZs0Wbtch1CRi7thj7tc01tab7r1sZtgs3s2G5oiDZXiIZqCQju2t5hqL7t3EbuY3Xrt37OHc6JziZU3zbumiZuEDbu5MZu5R5pSf5K3/5t573tqB7u6gbv487u89ZShPbl4b1byEZW8Bbuw8b/CeMm7/JebfTGb/tUZ4DGQ+im7eA27/Em7+m+7/w28Oj0YJPmCf8+1eneCQGvbgc/8AnX79h16s0O2QCHcOImcAr3cHC+3LrOWcTe8Aifbgr48BSvTZuVbJxg8HMtcQ4ncApAcRW3cc3EXClu8Rc31xiXbAKf8RsXcl7u5c8+W/qWcSAP8iFn8rBsbh02ch4/1sNG8tRWciCncRpv8i3/4/5mbign7yOnbiu/8hnXci5H83/U8YX+4NpGaSlHVir/7JouczM/8zTH81lcc3+ub+eG8zjH6x+v8xPP8izP80P3wz7v6DFO2zHf6kGH6kIv9ApA9EpHwj3v85TW9D/v//G6hnRJl/QKoHRLJ3X+U/SbXnC09fGnLnNQn3RRH/VSl/XtO3VGD9xVR+DpFm5BbnVXz3JYF/VZF/bsU3RHd2+dNfbijm8g3/UpvnJf/3Vgj/Vhp/bNq28lP3ZkT/Zlr/Nmz3UlN3SceHVpD/ZqN/fAS3Jmz3Zkd3ZIJ/Bvx/Iaz4loJ/dyP/d7H7vaHnRO/9jxdvd/l/CdqHdyx/eCNzoyv3J61lyAZ/jr9omBB/YLMPiJDzmnBvh1f9oZnwAab3ggDwqIh3WJp/iR17egZniMh9pIP3MK6PiAf3iQrwCRJ/mZ17aN7niUf1qOr/FCb/kCxwmYF3WZp/mhrzVWb/94nM/5O3f1jpd3nQD6mBd6opd6SDP6k5fr2VV6X2f4ps+Jp7+AqJ/6sI8z1e75q49eaOd4d7/zn/d6sBf7t6+yWO55Znfx6K2AUL/7LFf7cAeApw96t4f7wM+xSZ77hJdeSs97Cgj2xNf7Xsd7v/96wZd8HpPkwi9z+AX2vhf1pX92UPf7v5/80B98Obb8yz98zUd8xpf0eHf1z4d60Yf9DVN2+y59j59v2k19YEd7lt99xf/8yI/94Ocv2q/9Oldg3e99tHf91xf+5veu4v/344f15Fd+1wd+58d+4OL2ntf5jed927f7ad986vf15b/+7Ef/3/r3tPf+3e9wBlb/ffL3fesH/PS3/9JyfPlnf/N+3/gnf/MHiAsXABAsaPAgwoQKFzJs6PAhxIgSJ1KsaPEixowaN3Ls6PEjyJAiR5IsafIkypQqV7Js6fIlzJgyZzKcYPPmBAo6d/Ls6VPnTZpChxItavRowQo/l/as4PQp1KhOBQpEavUq1qxat3Lt6vUr2LBix5ItaxYpzpxM1/YMSnDC2bhy525Vytan1LxRqVal6/cv4MCCBxMubPgw4sSKV9q869jt4siSD9t1rFMvZr5UJ3Pu7Pkz6NCiR5MubXqj5bWQT7NuzbLyXcyZNfd1bfs27ty6d/Pu7dtw6qU2fxMvnhD2T9mzadc2/+78OfTo0qdTr544uM/h1reTRk5BOXjmm7mTL2/+PPr06tNTAICdwur18v0+/f4d/HLxA+fz7+//P4ABCmiWcAMa6BV+4enH14ENOvgghBFK6CBbE1oIU4KyLajZhR16+CGIIYoo2U8jmhiSUwBkCNWGtJ34IowxyjgjjSNd1l6NOVqUYIsu6vgjkEEKOWSEShF5pEIa9sghkk06+SSUUUo5pWlLLkkllllquSWXXXrZkpVXfjkmmWWaeSaaTlYVJnNpuvkmnHHKOWd/bIpHJ5556rknn316ZqePfgo6KKGFGnqoTIAyiCijjTr6KKSREqRoc5JaeimmmWo6JaWbev/6KaihivqhogXtNyqqqaq6KqvOldoqrLHKOiutkb16aq256rorr70aZaevwQo7LLHFZoSrmMYquyyzze7aXIuTOjsttdVae+mi0V67LbfdeovnhgAgi+u35Zp7LrpNMikuueym+y688co7L7312nsvvvnquy+//fr7L8ABCzwwwQUbfDDCCSu8MMMNO/wwxBFLPDHFFVt8McYZa7wxx6Fl0DHIIYvc7ccjm3wyysyWDMDKKbv8MsyyftxyzDXbfHOmNOO8M889C5oB0Dr7PDTRRRt9NNJJK7000007/TTUUUs9NdVVW3011llrvTXXXXv9Ndhhiz022WWbfTbaaav/vTbbbbv9Ntxxyz033XXbfTfeeeu9N999+/034IELPjjhhRt+OOKJK7444407/jjkkUs+OeWVW3455plrvjnnnXv+Oeihiz466aWbfjrqqau+Ouutu/467LHLPjvttdt+O+6567477737/jvwwQs/PPHFG3888skrvzzzzTv/PPTRSz899dVbfz322Wu/Pffde/89+OGLPz755Zt/Pvrpq78+++27/z788cs/P/31238//vnrvz///fv/PwADKMABErCABjwgAhOowAUysIEOfCAEIyjBCVKwgha8IAYzqMENcrCDHvwgCEMowhGSsIQmPCEKU6jCFbKwhS58IQxj/yjDGdKwhja8IQ5zqMMd8rCHPvwhEIMoxCESsYhGPCISk6jEJTKxiU58IhSjKMUpUrGKVrwiFrOoxS1ysYte/CIYwyjGMZKxjGY8IxrTqMY1srGNbnwjHOMoxznSsY52vCMe86jHPfKxj378IyADKchBErKQhjwkIhOpyEUyspGOfCQkIyn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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "gif(ds.tavg, fps=2, cmap=\"YlOrRd\")"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.6"
  },
  "vscode": {
   "interpreter": {
    "hash": "4ffbd1b0996e3a79afb3d81e30644170a5904f770a23d1ec65a6a61c4dfe8e95"
   }
  },
  "widgets": {
   "application/vnd.jupyter.widget-state+json": {
    "state": {},
    "version_major": 2,
    "version_minor": 0
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}